{"id":441,"date":"2023-04-19T13:55:08","date_gmt":"2023-04-19T10:55:08","guid":{"rendered":"https:\/\/new.usm.md\/?page_id=441"},"modified":"2025-01-27T18:25:55","modified_gmt":"2025-01-27T15:25:55","slug":"david-ceban","status":"publish","type":"page","link":"https:\/\/fmi.usm.md\/en\/david-ceban\/","title":{"rendered":"David Ceban"},"content":{"rendered":"

 <\/p>\n

 <\/p>\n

\"\"<\/p>\n

\n
\n
\n
\n

David Cheban<\/h2>\n<\/div>\n<\/div>\n
\n
\n
Last Name<\/div>\n<\/div>\n<\/div>\n
\n
Scientific degree<\/div>\n
doctor habilitatus<\/div>\n<\/div>\n
\n
Academic title\/position<\/div>\n
professor<\/div>\n<\/div>\n
\n
Department<\/div>\n
Mathematics Department<\/div>\n<\/div>\n<\/div>\n<\/div>\n
\n
<\/div>\n
\n
\n
Education<\/div>\n
\n

Curriculum Vitae<\/strong><\/p>\n

General Information:<\/strong><\/p>\n

Full Name:<\/em>\u00a0David Nikolai\u00a0Cheban
\nDate and place of birth:<\/em>\u00a0April 25, 1952, v.\u00a0Cioc-Maidan,\u00a0Comrat\u00a0district, Republic of Moldova
\nCitizenship:<\/em>\u00a0Republic of Moldova (former USSR)
\nFamily status:<\/em>\u00a0married, two children (son – 1977 and daughter – 1982).<\/p>\n

Education:<\/strong><\/p>\n

High School (1959-1969).<\/em><\/p>\n

Ms (1969-1974):<\/em>
\nState University of Moldova,
\nFaculty of Mathematics and Cybernetics.<\/p>\n

PhD (1974-1977):<\/em>
\nState University of Moldova,
\nChair of Differential Equations<\/p>\n

Dr. of Sc. (1986-1988):<\/em>
\nState University of Moldova,
\nChair of Differential Equations<\/p>\n

Languages:<\/strong><\/p>\n

– Russian, French, Turkish\u00a0(perfect),<\/em>
\n– English, Romania, Italian\u00a0(well),<\/em><\/p>\n

Social-scientific activity:<\/strong><\/p>\n

– Member of the Special Council of Defending of Theses (Ph.D. andDr.Sc.) on the\u00a0speciality\u00a0Differential Equations (Republic of MOLDOVA), 1993-2003;
\n– Expert of the Highest Certifying Commission for Entitling of Scientific Titles and Degrees at the Government of Republic of Moldova, 1996-2000;<\/p>\n

The\u00a0scetch\u00a0of my biography is included in the\u00a0“Who’s Who in the World”<\/strong>\u00a0and\u00a0“Who’s Who in America”<\/strong>\u00a0encyclopedias.<\/p>\n

Awards:<\/strong><\/p>\n

– Gold Medal<\/strong> of Minister of education of Republic of Moldova: the best student’s scientific work (1974).<\/span><\/p>\n

–\u00a0Honorary Diploma<\/strong> Minister of Education of the Soviet Union: the\u00a0best student’s scientific work (1975).<\/span><\/p>\n

– Award<\/strong> \u201cBest Young\u00a0Scholar of the State University of Moldova\u201d (1982).<\/span><\/p>\n

–\u00a0Honorary Diploma<\/strong> of the Ministry of Education of the Republic of\u00a0Moldova (2011).<\/span><\/p>\n

– Gold medal <\/strong>of the EURO INVENT 12th\u00a0Edition \u00a0European Exhibition “EUROINVENT 2020” for the monograph: Nonautonomous Dynamics: Nonlinear Oscillations and Global Attractors. Springer Nature Switzerland AG 2020. (2020) –<\/span><\/p>\n

–\u00a0Academy of Science of Republic of Moldova: Diploma<\/strong> “Academic\u00a0Merit” (2021).<\/span><\/p>\n

– Academy of Science of Republic of\u00a0Moldova: Prize <\/strong>in mathematics and computer science “Vladimir Andrunachievich” (2021).<\/span><\/p>\n

– <\/span>President of Republic of Moldova:\u00a0Order of Honour<\/span><\/strong> for prodigious activity in the fields of education and research (2022).<\/span><\/p>\n

 <\/p>\n

 <\/p>\n

 <\/p>\n

Educational background<\/a><\/p>\n

 <\/p>\n

 <\/p>\n

High Education<\/strong>\u00a0(1969-1974) at:
\nState University of Moldova, MOLDOVA, USSR,
\nFaculty of Mathematics and Cybernetics,
\nDepartment of Mathematics,
\nChair of Differential Equations.<\/p>\n

Master’s thesis\u00a0“Asymptoticaly\u00a0Stable in the Sense of Poisson Solutions of Differential Equations”<\/strong>. Thesis Advisor – Prof.\u00a0B.Shcherbacov.<\/p>\n

First\u00a0Post Graduation<\/strong>\u00a0(1974-1977) at:
\nState University of Moldova,
\nFaculty of Mathematics and Cybernetics,
\nDepartment of Mathematics,
\nChair of Differential Equations.<\/p>\n

PhD (Candidate of Sciences in USSR) (1978) at:
\nUniversity of Belorussia, USSR.<\/p>\n

PhD thesis\u00a0“Asymptotic Stability in the Sense of Poisson of Motions of Dynamical Systems and Solutions of Differential Equations”<\/strong>(approved by the USSR Highest Certifying Commission), Thesis Advisor – Prof. B.\u00a0Shcherbacov. The official opponents: Prof. A.\u00a0Sharkovsky, PhD V.\u00a0Amelkin<\/p>\n

Courses of French language (10 months, September 1979 – June 1980):
\nHonorous\u00a0diploma of State University of Kiev, Kiev, UKRAINE.<\/p>\n

Courses of French language (1,5\u00a0months, July – August 1980):
\nUniversity of Jean Paul Valerie,\u00a0Montpillier, FRANCE.<\/p>\n

Second Post Graduation<\/strong>\u00a0(1986-1988) at:
\nState University of Moldova,
\nFaculty of Mathematics and Cybernetics,
\nDepartment of Mathematics,
\nChair of Differential Equations.<\/p>\n

Dr.Sc. (Doctor of Sciences in the USSR), 1991.
\nThesis\u00a0“Non-Autonomous Dissipative Dynamical\u00a0Systems”<\/strong>. The official opponents: Profs A.\u00a0Myshkis, E.\u00a0Grebennikov\u00a0and I.\u00a0Gaishun.
\nNational Academy of Science of Republic of Belorussia (approved by the USSR Highest Certifying Commission).<\/p>\n

 <\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n

\n
<\/div>\n
\n
\n
Professional experience<\/div>\n
\n

Academic positions:<\/strong><\/p>\n

State University of Moldova (MOLDOVA):
\n– Assistant Professor (1977 – 1982)
\n– Associated Professor (1982 – 1992)
\n– Professor (1992 – 2020)
\n– Principal Investigator (2020 \u2013 present)
\nUniversity of Sciences and Technology of Alger (ALGERIE):
\nSenior lecturer (1980 – 1983)
\nVisiting professor<\/strong><\/p>\n

2019<\/strong><\/p>\n

School of Mathematical Sciences, Dalian University of\u00a0 Technology (November\u00a0\u2013 December\u00a02019, China, Dalian).<\/p>\n

2018<\/strong><\/p>\n

School of Mathematical Sciences, Dalian University of\u00a0 Technology (March \u2013 May 2018, China, Dalian).<\/p>\n

2017<\/strong><\/p>\n

School of Mathematical Sciences, Dalian University of\u00a0 Technology (March \u2013 May 2017, China, Dalian).<\/p>\n

2016<\/strong><\/p>\n

School of Mathematical Sciences, Dalian University of\u00a0 Technology (March \u2013 May 2016, China, Dalian).<\/p>\n

Center for Mathematical Sciences, Huanzhong University of cience and Technology in \u00a0Wuhan (December 2016, China, Wuhan).<\/p>\n

2015<\/strong><\/p>\n

University of Macerata\u00a0(September \u2013\u00a0November 2015, Italy, Macerata \u2013 Prof. C. Mammana)<\/p>\n

2014<\/strong><\/p>\n

University of Sao Paulo (Sao Carlos, Brazil \u2013 Prof. A. Carvalho)<\/p>\n

University of Sevilla (Sevilla, Spain \u2013 Prof. T. Caraballo)<\/p>\n

2013<\/strong><\/p>\n

University of Granada (Granada, Spain \u2013 Prof. R. Ortega)<\/p>\n

2012<\/strong><\/p>\n

University of Macerata (Macerata, Italy \u2013 Prof. C. Mammana)<\/p>\n

University of Ancona (Ancona, Italy \u2013 Prof. E. Tomasini)<\/p>\n

2011<\/strong><\/p>\n

University of Seville (Seville, Spain \u2013 Prof. T. Caraballo)<\/p>\n

2010<\/strong><\/p>\n

University of Seville (Seville, Spain \u2013 Prof. T. Caraballo)<\/p>\n

2008<\/strong><\/p>\n

University of Limoges (Limoges, France – Prof. D. Boularas)<\/p>\n

2007<\/strong><\/p>\n

University of Seville (Seville, Spain – Prof. T. Caraballo)<\/p>\n

2006<\/strong><\/p>\n

University of Paderborn (Paderborn, Germany – Prof. B. Schmalfuss)<\/p>\n

2003-2004<\/strong><\/p>\n

University of Ancona (Ancona, ITALY \u2013 Prof. Enrico Tomasini)<\/p>\n

2002<\/strong><\/p>\n

Illinois Institute of Technology (Chicago, USA \u2013 Prof. Jinqiao Duan)<\/p>\n

University of Missouri (Columbia, USA \u2013 Profs Carmen Chiconi and Yurii Latushkin)<\/p>\n

University of Florence (Florence, ITALY \u2013 Prof. Russell Johnson)<\/p>\n

University of Macerata (Macerata, ITALY \u2013 Prof. Cristiana Mammana)<\/p>\n

2000<\/strong><\/p>\n

University of Bremen (Bremen, GERMANY \u2013 Prof. Ludwig Arnold)<\/p>\n

University of Merseburg (Merseburg, GERMANY \u2013 Prof. Bjoern Schmalfuss)<\/p>\n

University of Frankfurt (Frankfurt am Main, GERMANY \u2013 Prof. Peter Kloeden)<\/p>\n

1999<\/strong><\/p>\n

University of Merseburg (Merseburg, GERMANY \u2013 Prof. Bjoern Schmalfuss)<\/p>\n

University of Frankfurt (Frankfurt am Main, GERMANY \u2013 Prof. Peter Kloeden)<\/p>\n

1998<\/strong><\/p>\n

Institute of Mathematics of Oberwolfach (Oberwolfach, GERMANY \u2013 Profs Peter Kloeden and Bjoern Schmalfuss)<\/p>\n

1997<\/strong><\/p>\n

University of Merseburg (Merseburg, GERMANY \u2013 Prof. Bjoern Schmalfuss)
\n1984<\/strong><\/p>\n

Moscow State University of M.V.Lomonosov (Moscow, RUSSIA – Prof. V. Millionshchikov)<\/p>\n

1976<\/strong><\/p>\n

Moscow State University of M.V.Lomonosov (Moscow, RUSSIA – Profs.\u00a0B. Demidovich and V. Millionshchikov)<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n

\n
<\/div>\n
\n
\n
Didactic activity<\/div>\n
\n

Teaching experience:<\/strong><\/p>\n

more than 40 years of courses in the next disciplines:
\n– ordinary differential equations,
\n– partial differential equations,
\n– calculus,
\n– general mathematics (for non-mathematical faculties),<\/p>\n

and the following special\u00a0courses\u00a0for graduate and post-graduate students:
\n– autonomous dynamical systems,
\n– non-autonomous dynamical systems,
\n– linear differential equations in the\u00a0Banach\u00a0spaces,
\n– dissipative dynamical systems,
\n– global attractors of dynamical systems,
\n– asymptotic methods in the theory of differential equations,
\n– almost periodic functions and differential equations,
\n– differential equations and non-standard\u00a0analysis,
\n– distributions and their\u00a0applications\u00a0to differential equations,
\n– theory of stability of dynamical systems.<\/p>\n

Manuals for students:<\/strong><\/p>\n

1. The Ordinary Differential Equations. Problem Solver.\u00a0Chisinau, USM, 2001, p.408 (in Russian).
\n2.\u00a0Probleme\u00a0de\u00a0ecuatii\u00a0diferentiale\u00a0(with A.\u00a0Suba).\u00a0Press of the State University of Moldova, Chisinau, MOLDOVA, 2001, p.250. (in Romanian).<\/em>
\n3. Integral equations. Teaching-methodical manual at the section “Differential and integral equations” of the course of high mathematics for\u00a0students of the Faculty of Physics.\u00a0State University of Moldova, Chisinau, MOLDOVA, 1990.<\/em>
\n4. High Mathematics (brief handbook).\u00a0“Evrika”,\u00a0Chisinau, MOLDOVA, 1997 (in Russian and Romanian).<\/em><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n

\n
<\/div>\n
\n
\n
Scientific activity<\/div>\n
\n

Supervision of graduate students:<\/span><\/strong><\/p>\n

 <\/p>\n

PhD theses in the former USSR (three theses):<\/strong><\/p>\n

1. I.\u00a0Dontvi. Bounded, Almost Periodic and Asymptotically Almost Periodic Solutions of Linear Differential Equations with Generalized Perturbations.\u00a0PhD thesis, Odessa, UKRAINE, USSR, 1988.<\/em>
\n2. V.\u00a0Gutu. Bounded and Periodic Solutions of Differential Equations with Impulse.\u00a0PhD thesis, Odessa, UKRAINE, USSR, 1989.<\/em>
\n3. D.\u00a0Fakeeh. Dissipative Dynamical Systems Without Uniqueness.\u00a0PhD thesis, Minsk, BELORUSSIA, 1992. <\/em><\/p>\n

 <\/p>\n

Magister Theses in Algeria (three theses):<\/span><\/strong><\/p>\n

1. I.\u00a0Aiffa. Solutions\u00a0Periodiques, Presque-Periodiques\u00a0et Stable au Sense de Poisson, des Equations\u00a0Lineaires\u00a0Integrales\u00a0de\u00a0Volterra.\u00a0These de Magister, Alger, ALGERIE, 1983.<\/em>
\n2. K.\u00a0Belkacemi. Solutions\u00a0Asymptotiquement\u00a0Presque-Periodiques\u00a0des Equations\u00a0Differentielles.\u00a0These de Magister, Alger, ALGERIE, 1983.<\/em>
\n3. N.\u00a0Hassani. Systems\u00a0Dynamiques\u00a0Non-autonomes\u00a0Contractants\u00a0et\u00a0Leurs\u00a0Applications.\u00a0These de Magister, Alger, ALGERIE, 1983.<\/em><\/p>\n

\u00a0<\/strong><\/p>\n

Master theses:<\/span><\/strong><\/p>\n

2013\u00a0T.Dragancea<\/p>\n

2009. I.\u00a0Razloga<\/p>\n

2008.\u00a0Obruci\u00a0N.,\u00a0Sirbu\u00a0M. and\u00a0Zaharia\u00a0P.<\/p>\n

2007. I.\u00a0Nalivan
\n2002 – S.\u00a0Iovchev
\n2001 – A.\u00a0Calina
\n2000 – D.\u00a0Melniciuc, A.\u00a0Smetanin
\n1999 – N.\u00a0Martynova
\n1998 – O.\u00a0Caterenchiuc, N.\u00a0Tarlazhanu\u00a0(Masleak), I.\u00a0Masleac
\n1996 – I.\u00a0Patsiuk
\n1994 – V.\u00a0Topalov
\n1993 – N.\u00a0Akbash<\/p>\n

1992 \u2013\u00a0Prutyan\u00a0V. S.
\n1990 – T.\u00a0Ermakova
\n1989 – S.\u00a0Gavrilitsa
\n1988 – G.\u00a0Tichonova
\n1986 – R.\u00a0Bozhescu
\n1980 – A.\u00a0Baier\u00a0(Germany, DDR)
\n1979 – A.\u00a0Shipkov, V.\u00a0Kolomiets<\/p>\n

 <\/p>\n

International scientific collaboration: <\/span><\/strong><\/p>\n

 <\/p>\n

I have been collaborating for many years with representatives of scientific schools in Russia, Ukraine, Belarus, Germany, USA.I have also established close collaborative links with scholars from Spain, Italy and France dealing with non-autonomous dynamical systems and their applications. More effective links and joint publications I have with U.S. scholars (Prof. J. Duan-Illinois Institute of Technology), Germany (Prof. P. E. Kloeden-University of Frankfurt, Prof. B. Schmalfuss-University of Padernborn), Italy (Prof. C. Mamman and Dr. E. Michetti-University of Macerata), Spain (Prof. T. Caraballo – University of Seville), France (Prof. Boularas Driss – University of Limoges) and China (Prof. Zhenxin Liu — Technological University of Dalian).<\/span><\/p>\n

 <\/p>\n

Domains of scientific interest:<\/strong><\/p>\n

 <\/p>\n

Non-autonomous dynamic systems and their applications; <\/span><\/p>\n

Global attractors of dynamical systems; <\/span><\/p>\n

Dispersed dynamic systems; <\/span><\/p>\n

Global attractors and the stability theory of non-autonomous systems; <\/span><\/p>\n

Qualitative theory of differential equations;<\/span><\/p>\n

Differential and difference inclusions; <\/span><\/p>\n

Functional differential equations; <\/span><\/p>\n

Partial differential equations<\/span>.<\/p>\n

 <\/p>\n

 <\/p>\n

Publications<\/strong><\/p>\n

 <\/p>\n

199<\/strong> scientific works, including 10<\/strong>\u00a0monographs:<\/p>\n

 <\/p>\n

Monographs:<\/strong><\/p>\n

1. David N. Cheban,\u00a0Nonautonomous Dynamics: Nonlinear Oscillations and
\nGlobal Attractors.\u00a0Springer Nature Switzerland AG 2020,\u00a0xxii+ 434 pp.<\/p>\n

2. David N. Cheban, Global Attractors of Nonautonomous Dynamical and Control Systems. 2nd Edition. Interdisciplinary Mathematical Sciences, vol.18, River Edge, NJ: World Scientific, 2015, xxv+589 pp.<\/p>\n

3.\u00a0 David N. Cheban, Lyapunov Stability of Non-Autonomous Dynamical Systems. Nova Science Publishers Inc, New York, 2013, xii+275pp.<\/p>\n

4.\u00a0\u00a0D. N.,\u00a0Global Attractors of Set-Valued Dynamical and Control Systems<\/em>. Nova Science Publishers Inc, New York, 2010, pp.307. (https:\/\/www.novapublishers.com\/catalog\/product_info.php?products_id=12515<\/a>)<\/p>\n

5.\u00a0Cheban D. N.,\u00a0Asymptotically Almost Periodic Solutions of Differential Equations<\/em>.\u00a0Hindawi Publishing Corporation, New York, 2009, 220 pp. (http:\/\/www.hindawi.com\/books.html<\/a>\u00a0)<\/p>\n

6.\u00a0Cheban D. N.\u00a0Global Attractors of Nonautonomous Dissipative Dynamical Systems<\/em>.\u00a0Interdisciplinary Mathematical Sciences 1. River Edge, New Jercey: World Scientific, 2004, 528 pp.\u00a0(http:\/\/www.worldscibooks.com\/mathematics\/5643.html<\/a>\u00a0)<\/p>\n

7.\u00a0\u0427\u0435\u0431\u0430\u043d \u0414. \u041d.,\u00a0\u0413\u043b\u043e\u0431\u0430\u043b\u044c\u043d\u044b\u0435 \u0430\u0442\u0442\u0440\u0430\u043a\u0442\u043e\u0440\u044b \u043d\u0435\u0430\u0432\u0442\u043e\u043d\u043e\u043c\u043d\u044b\u0445 \u0434\u0438\u043d\u0430\u043c\u0438\u0447\u0435\u0441\u043a\u0438\u0445 \u0441\u0438\u0441\u0442\u0435\u043c<\/em>. \u0418\u0437\u0434\u0430\u0442\u0435\u043b\u044c\u0441\u043a\u0438\u0439 \u0426\u0435\u043d\u0442\u0440 \u041c\u043e\u043b\u0434\u0430\u0432\u0441\u043a\u043e\u0433\u043e \u0413\u043e\u0441\u0443\u043d\u0438\u0432\u0435\u0440\u0441\u0438\u0442\u0435\u0442\u0430.\u00a0Chi\u015fin\u0103u, 2002, 386 \u0441\u0442\u0440.<\/p>\n

8.\u00a0\u00a0\u0427\u0435\u0431\u0430\u043d \u0414. \u041d.,\u00a0\u0410\u0441\u0438\u043c\u043f\u0442\u043e\u0442\u0438\u0447\u0435\u0441\u043a\u0438 \u043f\u043e\u0447\u0442\u0438 \u043f\u0435\u0440\u0438\u043e\u0434\u0438\u0447\u0435\u0441\u043a\u0438\u0435 \u0440\u0435\u0448\u0435\u043d\u0438\u044f \u0434\u0438\u0444\u0444\u0435\u0440\u0435\u043d\u0446\u0438\u0430\u043b\u044c\u043d\u044b\u0445 \u0443\u0440\u0430\u0432\u043d\u0435\u043d\u0438\u0439<\/em>. \u0418\u0437\u0434\u0430\u0442\u0435\u043b\u044c\u0441\u043a\u0438\u0439 \u0426\u0435\u043d\u0442\u0440 \u041c\u043e\u043b\u0434\u0430\u0432\u0441\u043a\u043e\u0433\u043e \u0413\u043e\u0441\u0443\u043d\u0438\u0432\u0435\u0440\u0441\u0438\u0442\u0435\u0442\u0430.\u00a0Chi\u015fin\u0103u, 2002, 226 \u0441\u0442\u0440.<\/p>\n

9.\u00a0\u0427\u0435\u0431\u0430\u043d \u0414. \u041d., \u0424\u0430\u043a\u0438\u0445 \u0414. \u0421.\u00a0\u0413\u043b\u043e\u0431\u0430\u043b\u044c\u043d\u044b\u0435 \u0430\u0442\u0442\u0440\u0430\u043a\u0442\u043e\u0440\u044b \u0434\u0438\u0441\u043f\u0435\u0440\u0441\u043d\u044b\u0445 \u0434\u0438\u043d\u0430\u043c\u0438\u0447\u0435\u0441\u043a\u0438\u0445 \u0441\u0438\u0441\u0442\u0435\u043c<\/em>. \u201cSigma\u201d,\u00a0Chi\u015fin\u0103u, 1994, 167 \u0441\u0442\u0440.<\/p>\n

10.\u00a0\u0427\u0435\u0431\u0430\u043d \u0414. \u041d.\u00a0\u0422\u0435\u043e\u0440\u0438\u044f \u043b\u0438\u043d\u0435\u0439\u043d\u044b\u0445 \u0434\u0438\u0444\u0444\u0435\u0440\u0435\u043d\u0446\u0438\u0430\u043b\u044c\u043d\u044b\u0445 \u0443\u0440\u0430\u0432\u043d\u0435\u043d\u0438\u0439. \u0418\u0437\u0431\u0440\u0430\u043d\u043d\u044b\u0435 \u0433\u043b\u0430\u0432\u044b<\/em>.\u00a0\u041a\u0438\u0448\u0438\u043d\u0435\u0432, \u0428\u0442\u0438\u0438\u043d\u0446\u0430, 1980, 111 \u0441\u0442\u0440.
\nRecent publications:<\/strong><\/p>\n

 <\/p>\n

2022<\/strong><\/p>\n

18. David Cheban,\u00a0Bohr\/Levitan Almost Periodic and Almost Automorphic Solutions of
\nMonotone Difference Equations with a Strict Monotone First\u00a0Integral.\u00a0Journal of Difference Equations and Applications,\u00a0Vol.28, No.4, 2022, pp.510-546.<\/p>\n

17. David Cheban,\u00a0One-dimensional Monotone Non-autonomous Dynamical
\nSystems and Strange Nonchaotic Attractors.\u00a0Book of abstracts: International Scientific
\nConference “Algebraic and Geometric Methods of Analysis”.\u00a0May\u00a024-27, 2022, Odesa, Ukraine, pp.5-6.<\/p>\n

16. David Cheban,\u00a0Different Types of Compact Global Attractors for Cocycles
\nwith a Noncompact Phase Space of Driving System and the\u00a0Relationship Between Them.\u00a0 Buletinul Academiei de Stiinte a\u00a0Republicii Moldova.\u00a0Matematica, No.1 (98), 2022., pp.35-55.<\/p>\n

15. David Cheban,\u00a0Averaging Principle on Semi-axis for Semi-linear
\nDifferential Equations.\u00a0Book of Absracts: The 29th Conference on Applied and Industrial Mathematics (CAIM 2022), Dedicated to the memory of Academician Mitrofan M.\u00a0Choban. Chisinau, Republic of Moldova, August 25-27, 2022.
\nTiraspol State University, pp.52-55.<\/p>\n

14. David Cheban,\u00a0On the structure of te Levinson center for monotone\u00a0non-autonomous dynamical systems with a first integral.Carpatian Journal of Matematics,\u00a0Vol.38, No.1, 2022,\u00a0pp.67-94.<\/p>\n

2021<\/strong><\/p>\n

13. David Cheban and Zhenxin Liu,\u00a0Weak Averaging Principle on Infinite Interval for Stochastic Ordinary Differential
\nEquations.\u00a0Electronic Research Archive (ERA),\u00a0Vol.29, No.4, 2021, pp.2791-2817.<\/p>\n

12. David Cheban,\u00a0On the structure of the Levinson center for monotone dissipative\u00a0non-autonomous dynamical systems.
\nChapter in the book “Advance in Mathematics\u00a0Research”,Volume 29. Nova Science Publishers, Inc.\u00a02021,\u00a0pp.173-218.<\/p>\n

2020<\/strong><\/p>\n

 <\/p>\n

11. David Cheban,\u00a0Almost Periodic and Almost Automorphic Solutions of\u00a0Monotone Differential Equations with a Strict Monotone First\u00a0Integral.\u00a0Buletinul Academiei de Stiinte a\u00a0Republicii Moldova.\u00a0Matematica, No.3. 2020, pp.39-74.<\/p>\n

10. David N. Cheban, Nonautonomous Dynamics. Nonlinear Oscillations and Global Attractors. \u00a0Springer Nature Switzerland AG 2020, xxii+ 434 pp.<\/p>\n

9. David Cheban and Zhenxin Liu, Periodic, quasi-periodic, almost periodic, almost automorphic, Birkhoff recurrent and Poisson stable solutions for stochastic differential equations Journal of Differential Equations, Vol. 269, No. 4, 2020, pp.3652-3685.<\/p>\n

8. David Cheban, The Structure of Global Attractors for Non-Autonomous Perturbations of Gradient-Like Dynamical Systems. Journal of Dynamics and Differential Equations, Vol. 32, No.3, 2020, pp.1113-1138.<\/p>\n

2019<\/strong><\/p>\n

7.\u00a0\u00a0David Cheban,\u00a0Levitan Almost Periodic Solutions for Linear Partial\u00a0Differential Equations.\u00a0The Fifth Conference of the\u00a0Mathematical Society of the Republic of Moldova: IMCS-55. Chisinau, Republic of Moldova, September 28– October 1, 2019,\u00a0pp.36-39.<\/p>\n

6.\u00a0David Cheban,\u00a0Levitan Almost Periodic Solutions of Infinite-dimensional Linear Differential\u00a0Equations.\u00a0Buletinul Academiei de Stiinte a\u00a0Republicii Moldova.\u00a0Matematica, No.2 (90), 2019, pp.56-78.<\/p>\n

5.\u00a0Cheban D. N.,\u00a0The Structure of Global Attractors for\u00a0Non-Autonomous Perturbations of Gradient-Like Dynamical Systems. Journal of Dynamics and Differential Equations,\u00a0June 26,\u00a02019, 26 pages. DOI: 10.1007\/s10884-019-09776-9 .<\/p>\n

4.\u00a0David Cheban and Zhenxin Liu,\u00a0Poisson Stable Solutions of Monotone Differential Equations.\u00a0SCIENCE CHINA Mathematics,\u00a0Vol.62, No.7, 2019, pp.1391-1418.<\/p>\n

3. Cheban D. N.,\u00a0I. U. Bronshtein’s Conjecture for Monotone Nonautonomous
\nDynamical Systems.\u00a0Discrete and Continuous Dynamical Systems: series B,\u00a02019, Vol.24, No.3, pp.1095–1113.<\/p>\n

2. Cheban D. N.,\u00a0Bohr\/Levitan Almost Periodic and Almost\u00a0Automorphic Solutions of Linear Stochastic Differential Equations\u00a0without Favard’s Separation Condition.\u00a0Chapter in book “Advance in Evolution Equations:
\nEvolution Equations: Almost Periodicity and Beyond”. Editors: G.\u00a0N’Guerekata, Jin Lian and Alexander Pankov. Dedicated to the\u00a0memory of V. V. Zhikov. Nova Science Publishers, New York, 2019,\u00a0ix+327 pp, pp.155–206.<\/p>\n

2018<\/strong><\/p>\n

1. Cheban D. N.,\u00a0Levitan\/Bohr Almost Periodic and Almost Automorphic Solutionsof the Scalar Differential
\nEquations.\u00a0Dynamical Systems: An International Journal,\u00a02018, Vol.33, No.4, pp.667-690.<\/p>\n

 <\/p>\n

Publications in peer-reviewed journals:<\/strong><\/p>\n

 <\/p>\n

145. David Cheban,\u00a0Bohr\/Levitan Almost Periodic and Almost Automorphic Solutions of
\nMonotone Difference Equations with a Strict Monotone First\u00a0Integral.\u00a0Journal of Difference Equations and Applications,\u00a0Vol.28, No.4, 2022, pp.510-546.<\/p>\n

144. David Cheban,\u00a0Different Types of Compact Global Attractors for Cocycles
\nwith a Noncompact Phase Space of Driving System and the\u00a0Relationship Between Them.
\nBuletinul Academiei de Stiinte a\u00a0Republicii Moldova.\u00a0Matematica, No.1 (98), 2022., pp.35-55.<\/p>\n

143. David Cheban,\u00a0On the structure of te Levinson center for monotone\u00a0non-autonomous dynamical systems with a first integral.Carpatian Journal of Matematics,\u00a0Vol.38, No.1, 2022,\u00a0pp.67-94.<\/p>\n

142. David Cheban and Zhenxin Liu,\u00a0Weak Averaging Principle on Infinite Interval for Stochastic Ordinary Differential
\nEquations.\u00a0Electronic Research Archive (ERA),\u00a0Vol.29, No.4, 2021, pp.2791-2817.<\/p>\n

141. David Cheban,\u00a0On the structure of the Levinson center for monotone dissipative\u00a0non-autonomous dynamical systems.
\nChapter in the book “Advance in Mathematics\u00a0Research”,Volume 29. Nova Science Publishers, Inc.\u00a02021,\u00a0pp.173-218.<\/p>\n

140. David Cheban,\u00a0Almost Periodic and Almost Automorphic Solutions of\u00a0Monotone Differential Equations with a Strict Monotone First\u00a0Integral.\u00a0Buletinul Academiei de Stiinte a\u00a0Republicii Moldova.\u00a0Matematica, No.3. 2020, pp.39-74.<\/p>\n

139. David Cheban and Zhenxin Liu,\u00a0Periodic, quasi-periodic, almost periodic, almost automorphic,\u00a0Birkhoff recurrent and Poisson stable solutions for stochastic\u00a0differential equations\u00a0Journal of Differential Equations, Vol. 269, No. 4,\u00a02020, pp.3652-3685.<\/p>\n

138.\u00a0 David Cheban,\u00a0The Structure of Global Attractors for\u00a0Non-Autonomous Perturbations of Gradient-Like Dynamical Systems.\u00a0Journal of Dynamics and Differential Equations,\u00a0Vol. 32, No.3,\u00a02020, pp.1113-1138.<\/p>\n

137.\u00a0David N. Cheban,\u00a0Nonautonomous Dynamics: Nonlinear Oscillations and\u00a0Global Attractors. Springer Nature Switzerland AG 2020, xxii+ 434 pp.<\/p>\n

136.\u00a0\u00a0David Cheban,\u00a0Levitan Almost Periodic Solutions for Linear Partial\u00a0Differential Equations.\u00a0The Fifth Conference of the\u00a0Mathematical Society of the Republic of Moldova: IMCS-55. Chisinau, Republic of Moldova, September 28– October 1, 2019,\u00a0pp.36-39.<\/p>\n

135.\u00a0David Cheban,\u00a0Levitan Almost Periodic Solutions of Infinite-dimensional Linear Differential\u00a0Equations.\u00a0Buletinul Academiei de Stiinte a\u00a0Republicii Moldova.\u00a0Matematica, No.2 (90), 2019, pp.56-78.<\/p>\n

134.\u00a0Cheban D. N.,\u00a0The Structure of Global Attractors for\u00a0Non-Autonomous Perturbations of Gradient-Like Dynamical Systems. Journal of Dynamics and Differential Equations,\u00a0June 26,\u00a02019, 26 pages. DOI: 10.1007\/s10884-019-09776-9 .<\/p>\n

133.\u00a0David Cheban and Zhenxin Liu,\u00a0Poisson Stable Solutions of Monotone Differential Equations.\u00a0SCIENCE CHINA Mathematics,\u00a0Vol.62, No.7, 2019, pp.1391-1418.<\/p>\n

32. Cheban D. N.,\u00a0I. U. Bronshtein’s Conjecture for Monotone Nonautonomous\u00a0Dynamical Systems.\u00a0Discrete and Continuous Dynamical Systems: series B,\u00a02019, Vol.24, No.3, pp.1095–1113.<\/p>\n

131. Cheban D. N.,\u00a0Bohr\/Levitan Almost Periodic and Almost\u00a0Automorphic Solutions of Linear Stochastic Differential Equations\u00a0without Favard’s Separation Condition.\u00a0Chapter in book “Advance in Evolution Equations:\u00a0Evolution Equations: Almost Periodicity and Beyond”. Editors: G.\u00a0N’Guerekata, Jin Lian and Alexander Pankov. Dedicated to the\u00a0memory of V. V. Zhikov. Nova Science Publishers, New York, 2019,\u00a0ix+327 pp, pp.155–206.<\/p>\n

130. Cheban D. N.,\u00a0Levitan\/Bohr Almost Periodic and Almost Automorphic Solutionsof the Scalar Differential
\nEquations.\u00a0Dynamical Systems: An International Journal,\u00a02018, Vol.33, No.4, pp.667-690.<\/p>\n

129. Cheban D. N., Bohr\/Levitan Almost Periodic and Almost Automorphic Solutions of Linear Stochastic Differential Equations without Favard’s Separation Condition. Internationl Journal of Evolution Equations, 2017, Vol. 10, N0.3-4, pp.349-389.<\/p>\n

128. Cheban D. N., Linear Stochastic Differential Equations and Nonautonomous Dynamical Systems. Proceedings CMSM4, The Fourth Conference of Mathematical Society of the Republic of Moldova: dedicated to the centenary of Vladimir Andrunachievici (1917-1997). June 28 \u2013July 2, Chisinau 2017, pp.255-258.<\/p>\n

127. Cheban D. N., Mammana C. and Michetti E., The Structure of Global Attractors for Non-Autonomous Perturbations of Discrete Gradient-Like Dynamical Systems. Journal of Difference Equations and Applications, Vol.22, No.11, 2016, pp.1673–1697.<\/p>\n

126. Cheban D. N., Mammana C. and Michetti E., Global attractors of non-autonomous difference equations: A growth model with endogenous population growth. Dynamical Systems and Applications, 24 (2015), no.1-2, pp.17-33.<\/p>\n

125. Cheban D. N., The Structure of Global Attractors for Non-Autonomous Gradient-Like Dynamical Systems. International conferences “Mathematics & Information Technologies: Research and Eduacation (MITRE-2015). Abstracts, Chisinau, July 2-4, 2015, p.21-22.<\/p>\n

124. Cheban D. N., Relation between Levinson center, chain recurrent set and center of Birkhoff for compact dissipative dynamical systems. Bulletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.2 (78), 2015, pp.42–60.<\/p>\n

123. Cheban D.N. and Kalitine B.S., On the stability of gradient-like systems. International mathematical conference “Sixth Bogdanov reads on ordinary differential equations”, December 7-10, 2015. Abstracts of conference, Vol.1, Minsk, 2015, pp.90-92.<\/p>\n

122. Cheban D.N. Global Attractors of Nonautonomous Dynamical and Control Systems. Interdisciplinary Mathematical Sciences, vol.18, River Edge, NJ: World Scientific<\/a>, 2015, xxv+589 pp.<\/p>\n

121. Cheban David, Belitskii–Lyubich Conjecture for C-Analytic Dynamical Systems. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS SERIES, series B, Vol. 20, No. 3, 2015 pp. 945–959.<\/p>\n

120. Cheban D. N. and Kalitine B. S., On the Stability of Gradient-Like Systems. International Journal of Evolution Equations, Vol.9, No.2, 2014, pp.151-166.<\/p>\n

119. Cheban D. N., Compact Global Attractors of Non-autonomus Gradient-Like Dynamical Systems. Bulletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.2 (75), 2014, pp.85–101.<\/p>\n

118. Cheban D. N., Markus-Yamabe Conjecture for Non-Autonomous Systems. Nonlinear Analysis: TMA, Volume 95, 2014, pp.202\u2013218.<\/p>\n

117. Cheban D. N., Compact Global Chaotic Attractors of Discrete Control Systems. Nonautonomous and Stochastic Dynamical Systems, DOI: 10.2478\/msds-2013-0002 \u2022 NSDS \u2022 2014 \u2022 pp.10-25.<\/p>\n

116. Cheban D. N., Asymptotic Stability of Non-autonomus Dynamical Systems. Bulletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.1 (71), 2013, pp.11-44.<\/p>\n

115. Cheban D. N. and Mammana C., Markus-Sell’s Theorem for Asymptotically Almost Periodic Systems. Chapter in the Book \u201eDynamical Systems: Theory, Applications and Future Directions”. Editor: Jean Michel Tchuenche (Atlanta, GA , USA). Nova Science Publishers, 2013, pp.1–20.<\/p>\n

114. Cheban D. N., Lyapunov Stability of Non-Autonomous Dynamical Systems. Nova Science Publishers Inc<\/a>, 2013, xii+275 pp.<\/p>\n

113. Cheban D. N., Mammana C. and Michetti E., Global attractors of quasi-linear non-autonomous difference equations: A growth model with endogenous population growth. Nonlinear Analysis: serie B, 14 (2013) pp.1716 – 1731.<\/p>\n

112. Caraballo Tomas and Cheban David, Almost Periodic and Almost Automorphic Solutions of Linear Differential Equations. DCDS-A, vol. 33, no. 5, 2013, pp.1857-1882.<\/p>\n

111. Caraballo Tomas and Cheban David, On the Structure of the Global Attractor for Infinite-Dimensional Non-autonomous Dynamical Systems with Weak Convergence. Communications on Pure and Applied Analysis (CPAA), vol.12, no.1, 2013, pp. 281-302 .<\/p>\n

110. Caraballo Tomas and Cheban David, Almost Periodic Motions in Semi-Group Dynamical Systems and Bohr\/Levitan almost periodic solutions of Linear difference equations without Favard’s separation condition. Journal of Difference Equations and Applications, Volume 19, Issue 6, 2013, pp.872-897.<\/p>\n

109. Cheban D. N., Sell’s conjecture for Non-Autonomous Dynamical Systems. Nonlinear Analysis: TMA, Vol.75, no.7, 2012, pp.3393-3406.<\/p>\n

108. Caraballo Tomas and Cheban David, On the Structure of the Global Attractor for Non-autonomous Dynamical Systems with Weak Convergence. Communications in Pure and Applied Analysis, Vol.11, no.2, 2012, pp.809-828.<\/p>\n

107. Caraballo Tomas and Cheban David, On the Structure of the Global Attractor for Non-autonomous Difference Equations with Weak Convergence. Journal of Difference Equations and Applications, Volume 18, Issue 18, 2012, pp.535-551.<\/p>\n

106. Caraballo Tomas and Cheban David, Levitan\/Bohr Almost Periodic and Almost Automorphic Solutions of Second-Order Monotone Differential Equations. Journal of Differential Equations, Vol.251, No.3, 2011, pp.708-727.<\/p>\n

105. Caraballo Tomas and Cheban David, Almost Periodic and Asymptotically Almost Periodic Solutions of Lienard Equation. DCDS-B, Vol.16, No.3, 2011, pp.703-717 .<\/p>\n

104. Cheban D. N., Global Attractors of Set-Valued Dynamical and Control Systems. Nova Science Publishers Inc<\/a>, New York, 2010, xvii+269 pp.<\/p>\n

103. Cheban D. N., Compact Global Attractors of Control Systems. Journal of Dynamical and Control Systems, vol.16 (2010), no.1, pp. 23–44.<\/p>\n

102. Boularas Driss and Cheban David, Asymptototic Stability of Switching Systems. Electronical Journal of Differential Equations, 2010 (2010), no.21, pp.1-18.<\/p>\n

101. Cheban D. N. and Mammana C., Invariant Manifolds, Almost Periodic and Almost Automorphic Solutions of Seconde-Order Monotone Equations. New Research on Evolution Equations: Editor G. M. N’Guerekata. Nova Science Publishers, Inc. New York, 2009, pp.123–145.<\/p>\n

100. Cheban D. N., Kloeden P. E. and Schmalfuss B., Relation Between pullback and Global Attractors of Nonautonomous Dynamical Systems. Advances in Chaotic Dynamics and Applications. Stability, Oscilations and Optimization of Systems. Editors: C. Cruz-Hernandez and A. A. Martynyuk: Vol. 4, Cambridge Scientific Publishers, 2009, 280 pp., pp. 1-25.<\/p>\n

99. Cheban D., Asymptotically Almost Periodic Solutions of Differential Equations. Hindawi Publishing Corporation<\/a>, New York, 2009, ix+186 pp.<\/p>\n

98. Caraballo T. and Cheban D., Almost Periodic and Almost Automorphic Solutions of Linear Differential\/Difference Equations without Favard’s Separation Condition.II J. Differential Equations, 246 (2009), pp.1164–1186.<\/p>\n

97. Caraballo T. and Cheban D., Almost Periodic and Almost Automorphic Solutions of Linear Differential\/Difference Equations without Favard’s Separation Condition.I J. Differential Equations, 246 (2009), pp.108–128.<\/p>\n

96. Cheban D. N., Mammana C. and Michetti E., Global Attractors of Nonautonomous Difference Equations. Bulletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.1 (59), 2009, pp.45–57.<\/p>\n

95. <\/strong>Cheban D. N. and Schmalfuss B., Invariant Manifolds, Global Attractors, Almost Automrphic and Almost Periodic Solutions of Non-Autonomous Differential Equations. J.Math.Anal.Appl., 340, no.1 (2008), 374-393.<\/p>\n

94. Cheban D. N., Levitan Almost Periodic and Almost Automorphic Solutions of V-monotone Differential Equations. J. Dyn. Diff. Eqns, Vol.20, No.3, 2008, pp.669–697.<\/p>\n

93. Cheban D. N., Mammana C. and Michetti E., Global Attractors of Quasi-Linear Non-Autonomous Difference Equations. Bulletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.1 (56), 2008, pp.84–104.<\/p>\n

92. D. Cheban and C. Mammana. Invariant Manifolds and Almost Automorphic Solutions of Second-Order Monotone Equations. Proceedins: <\/em>EQUADIFF 11. International conference on differential equations: Czecho-Slovak series.<\/em><\/a> Comenius University, Bratislava, SLOVAKIA<\/em>,July<\/em> 25 – 29, 2007, pp.141-147. <\/em><\/p>\n

91. D. Cheban and C. Mammana. Continuous Dependence of Attractors on Parameters of Non-Autonomous Dynamical Systems and Infinite Iterated Functions Systems. Discrete and Continuous Dynamical Systems, Vol. 18, No.2-3, 2007, 499-515.<\/em><\/p>\n

90. D. Cheban and C. Mammana. Almost Periodic Solutions of Non-Autonomous Beverton-Holt Difference Equations. WSEAS TRANSACTIONS on SYSTEMS, Issue 5, Volume 5, May 2006, pp.1048-1053. <\/em><\/p>\n

89. D. Cheban and C. Mammana. Global Compact Attractors of Discrete Inclusions. Nonlinear Analysis, <\/em>v.65 ,<\/em> No.8, 2006, pp.1669-1687. <\/em><\/p>\n

88. D. Cheban and C. Mammana. Invariant Manifolds, Almost Periodic and Almost Automorpfic Solutions of Second-Order Monotone Equations. International Journal of Evolution Equations, V.1, No.4, 2005, pp.319-343.<\/em>..\/HP(14.09.2012)\/pdf\/2006\/ch_m_2006_2ndord.pdf<\/a><\/p>\n

87. D. Cheban and C. Mammana. Absolute Asymptotic Stability of Discrete Linear Inclusions. Bulletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.1 (47), 2005, pp.43-68.<\/em><\/p>\n

86. D. Cheban and C. Mammana. Relation between Different Types of Global Attractors of Non-Autonomous Set-Valued Dynamical Systems. Set-Valued Analysis, Vol.13, No.3, 2005, pp.291-321. <\/em><\/p>\n

85. D. Cheban and C. Mammana. Invariant Manifolds, Global Attractors and Almost Periodic Solutions of Non-autonomous Difference Equations. Equadiff 2003. Proceedings of the International Conference on Differential Equations. Hasselt, Belgium 22-26 July 2003. Singapore: World Scientific, 2005, pp.833-838. <\/em><\/p>\n

84. D. Cheban and C. Mammana. Relation between Different Types of Stabilities of Linear Non-Autonomous Dynamical Systems. Dynamical Systems and Applications, Proceedings, pp.205-227, July 5-10, 2005, Antalya, Turkey. <\/em><\/p>\n

83. D. Cheban and C. Mammana. Asymptotic Stability of Autonomous and Non-Autonomous Discrete Linear Inclusions. Buletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.3 (46), 2004, pp.41-52. <\/em>..\/HP(14.09.2012)\/pdf\/2004\/cheban_asympstab04.pdf<\/a><\/p>\n

82. D. Cheban. Global Attractors of Nonautonomous Dissipative Dynamical Systems. Interdisciplinary Mathematical Sciences 1. River Edge, NJ: World Scientific, 2004, xxiii+502 pp.<\/em><\/a><\/p>\n

81. D. Cheban and C. Mammana. Invariant Manifolds, Global Attractors and Almost Periodic Solutions of Non-autonomous Difference equations. Nonlinear Analyses, serie A, v.56, No.4, 2004, pp.465-484.<\/em><\/p>\n

80. D. Cheban and J. Duan. Almost Periodic Solutions and Global Attractors of Non-Atonomous Navier-Stokes Equations. Journal of Dynamics and Differential Equations, v.16, No.1, 2004, pp.1-34.<\/em><\/p>\n

79. D. Cheban and J. Duan. Recurrent Motions and Global Attractors of Non-Atonomous Lorenz Systems. Dynamical Systems: An International Journal, v.19, No.1, 2004, pp.41-59. <\/em><\/p>\n

78. D. Cheban, J. Duan and A. Gherco. Generalization of Second Bogoliubov’s Theorem for Non-Almost Periodic Systems. Nonlinear Analys: Real World Applications, v.4, No.4, 2003, pp.599-613. <\/em><\/p>\n

77. D. Cheban and C. Mammana. Upper Semicontinuity of Attractors of Set-Valued Nonautonomous Dynamical Systems. International Journal of Pure and Applied Mathematics, v 4, No.5, 2003, pp.385-418. <\/em><\/p>\n

76. D. Cheban, P. Kloeden and B. Schmalfuss. Global Attractors of V-monotone Nonautonomous Dynamical Systems. Bulletin of Academy of sciences of Republic of Moldova. Mathematics, 2003. <\/em>No.1(<\/em>41), pp.47-57.<\/em><\/p>\n

75. V. Bongolan-Walsh, D. Cheban and J. Duan. Recurrent Motions in the Nonautonomous Navier-Stokes System. Continuous and Disrete Dynamical Systems – serie B, V.3, No.2, 2003, pp.255-262.<\/p>\n

74. D. Cheban, J. Duan and A. Gherco. Heteroclinic Points of Multi-dimensional Dynamical Systems. Electron. J. Diff. Eqns. Vol. 2003(2003), No. 41, pp. 1-21.<\/em><\/p>\n

73. D. Cheban. Global Attractors of Dynamical Systems. Electronic Journal Differential Equations and Control Processes. V.3, 2003, pp.1-56.<\/em><\/p>\n

72. D. Cheban, P. Kloeden and B. Schmalfuss. Relation Between Pullback and Global Attractors of Nonautonomous Dynamical Systems. Nonlinear Dynamics and Systems Theory, v.2, <\/em>No.2(<\/em>2002), pp.9-28.<\/em><\/p>\n

71. D. Cheban. Upper Semicontinuity of Attractors of Nonautonomous Dynamical Systems for Small Perturbations. Electron. J. Diff. Eqns., <\/em>Vol.2002(<\/em>2002), No.42, pp.1-21.<\/em><\/p>\n

70. D. Cheban. Global Attractors of Nonautonomous Dynamical Systems Kishinev. State University of Moldova, 2002 (in russian), pp.1-386. <\/em><\/p>\n

69. D. Cheban. Asymptotical Almost Periodic Solutions of Differential Equations. Kishinev, State University of Moldova, 2002 (in Russian), pp.1-227. <\/em><\/p>\n

68. D. Cheban. Global Attractors of Quasihomogeneous Nonautonomous Dynamical Systems. Electron. J. Diff. Eqns., <\/em>Vol.2002(<\/em>2002), No.10, pp.1-19.<\/em><\/p>\n

67. D. Cheban. Global Attractors of Quasihomogeneous Nonautonomous Dynamical Systems. Proceedings of the International Conference on Dynamical Systems and Differential Equations. (May 18-21, 2000, Kennesaw, GA, USA) Discrete and Continuous Dynamical Systems, 2001, Added Volume, pp.96-101.<\/em><\/p>\n

66. D. Cheban. Uniform Exponential Stability of Linear Periodic Systems in a Banach Spaces. Electronic Journal of Differential Equations. vol. 2001 (2001), .03, pp.1-12.<\/em><\/p>\n

65. D. Cheban. Schmalfuss B. and P. Kloeden. Pullback Attractors in Dissipative Nonautonomous Differential Equations under Discretization. Journal of Dynamics and Differential Equations, vol.13, No.1, 2001, pp. 185-213.<\/em><\/p>\n

64. D. Cheban. Global Pullback Atttactors of C-Analytic Nonautonomous Dynamical Systems. Stochastics and Dynamics. 2001<\/em>,v.1<\/em>, No.4,pp.511-535. <\/em><\/p>\n

63. D. Cheban. Global Pullback Atttactors of C-Analytic Cocycles. Bulletin of Academy of sciences of Republic of Moldova. Mathematics, 2001. .2(36)<\/em>,2001<\/em>, pp.65-74.<\/em><\/p>\n

62. D. Cheban. Kloeden pp. E. and Schmalfuss B., Pullback Attractors under Discretization. Proceeding EQUADIFF99. Berlin 1999, vol.2 (Edited by B. Fiedler, K. Groger and J. Sprekels). World Scientific 2000, pp.1024-1029.<\/em><\/p>\n

61. D. Cheban. Uniform Exponential Stability of Linear Almost Periodic Systems in a Banach spaces. Electronic Journal of Differential Equations. vol. 2000 (2000), No.29, pp.1-18.<\/em><\/p>\n

60. D. Cheban. An Analogy of Cameron-Johnson Theorem for the Linear C-analytic Equations in the Hilbert Space. Mathematical Notes, v.68, No.6, 2000, pp.935-938.<\/em><\/p>\n

59. D. Cheban and B. Schmalfuss. Global Attractors of Nonautonomous Disperse Dynamical Systems and Differential Inclusions. Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1999. <\/em>No1(<\/em>29), pp.3 – 22. <\/em><\/p>\n

58. D. Cheban. Global Attractors of Non-autonomous Dynamical Systems and Almost Periodic Limit Regimes of Some Classes of Evolution Equations. Anale Fac. de Mat. si Inform., v. 1, 1999, pp. 1-26.<\/em><\/p>\n

57. D. Cheban. Relations Between the Different Type of Stability of the Linear Almost Periodical Systems in the Banach Space. Electronic Journal of Differential Equations. vol. 1999 (1999), No.46, pp.1-9.<\/em><\/p>\n

56. D. Cheban. Global Attractors of Infinite-dimensional Non-autonomous Dynamical Systems, II. Bulletin of Academy of sciences of Republic of Moldova. Mathematics, 1998, N2 (27), pp.25-38. <\/em><\/p>\n

55. D. Cheban. The Asymptotics of Solutions of Infinite Dimensional Homogeneous Dynamical Systems. Mathematical Notes, 1998. v. 63, <\/em>N1 ,<\/em> pp.115-126.<\/em><\/p>\n

54. D. Cheban. Bounded Solutions of the Linear Almost Periodic Systems of Differential Equations. Bulletin of Academy of Sciences of Russia, Mathematics Series. 1998, v. 62, N3, pp.155-174.<\/em><\/p>\n

53. D. Cheban. Global Attractors of Infinite-dimensional Nonautonomous Dynamical Systems, I. Bulletin of Academy of sciences of Republic of Moldova. Mathematics 1997, N3 (25), pp. 42-55 <\/em><\/p>\n

52. D. Cheban. On the Structure of Compact Asymptotically Stable Sets of C-analytic Almost Periodic Systems. Abstract of speech at Scientific Conference of Moldavian State University, Kishinev, 1995.<\/em><\/p>\n

51. D. Cheban. Converse of Lyapunov’s Theorem on Asymptotic Stability by the First Approximation for C-analytic Non-autonomous Systems. Mathematical Notes, 1995. v. 57, N1, pp. 139-142. <\/em><\/p>\n

50. D. Cheban. Global Attractors of Infinite-dimensional Systems, II. Bulletin of Academy of sciences of Republic of Moldova. Mathematics. 1995, N1 (17), pp. 28-37.<\/em><\/p>\n

49. D. Cheban and D. Fakeeh. Global Attractors of Infinite-dimensional Systems, III. Bulletin of Academy of sciences of Republic of Moldova. Mathematics. 1995, N2-3 (18-19), pp. 3-13.<\/p>\n

48. D. Cheban. On the Structure of Compact Asymptotically Stable Sets of the C-analytic Almost Periodic Systems. Differential Equations, 1995, v. 31, N12, pp. 2025-2028.<\/p>\n

47. D. Cheban and D. Fakeeh. Global Attractors of the Dynamical Systems Without Uniqueness. Kishinev,”Sigma”, 1994, ppp.1-167. (in<\/em> Russian).<\/em><\/p>\n

46. D. Cheban. Global Attractors of Infinite-dimensional Systems, I. Bulletin of Academy of sciences of Republic of Moldova. Mathematics, 1994, N2 (15), pp. 12-21.<\/p>\n

45. D. Cheban and D. Fakeeh. Connectivity of the Levinson Centre of Compactly Dissipative Dynamical System without Uniqueness. Bulletin of Academy of siences of Republic of Moldova. Mathematics, 1993, N1 (11), pp. 15-22.<\/p>\n

44. D. Cheban. Some Problems of the Theory of Dissipative Dynamical Systems, II. Functional methods in the theory of differential equations (Mathematical researches, issue 124). Kishinev, “Stiinta”, 1992, pp. 106-122.<\/p>\n

43. D. Cheban. Locally Dissipative Dynamical Systems and Some of Their Applications. Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1992, N1 (8), pp.7-14.<\/p>\n

42. D. Cheban. Dissipative Functional Differential Equations. Bulletin of Academy of sciences of Republic of Moldova. Mathematics, 1991, N2 (6), pp. 3-12.<\/p>\n

41. D. Cheban. On the Structure of the Levinson Centre of Dissipative Dynamical Systems with the Hyperbolicity Condition on the Closure of the Set of Recurrent Motions. Differential Equations, 1990. v. 26, N5, pp. 913-914.<\/p>\n

40. D. Cheban. On the Structure of the Levinson Centre of a Dissipative Dynamical System with the Hyperbolicity Condition on the Set of Recurrent Motions. Bulletin of Academy of Sciences of Republic of Moldova. Mathematics. 1990, N2 (3), pp. 34-43.<\/p>\n

39. D. Cheban. Non-autonomous Dissipative Dynamical Systems with a Hyperbolic Subset of Centre (One-dimensional Case). Mathematical Notes, 1989, v. 45, 6, pp. 93-98.<\/p>\n

38. D. Cheban. Some Problems of the Theory of Dissipative Dynamical Systems, I. Differential equations and mathematical physics. Kishinev, “Stiinta”, 1989, pp. 147-163.<\/p>\n

37. D. Cheban. On One of J.Hale’s Problems. Mathematical Notes,1989<\/em>, v. 46, N1, pp. 120-121.<\/em><\/p>\n

36. D. Cheban. Nonautonomous Dynamical Systems with a Convergence. Differential Equations, 1989. v. 25, N9, pp. 1633-1635.<\/p>\n

35. D. Cheban. Impulse and Difference Dissipative Systems with Periodic Coefficients. Researches on Differential Equations and mathematical analysis. Kishinev, “Stiinta”, 1988, pp. 127-142.<\/p>\n

34. D. Cheban. Principle of Averaging on the Semi-axis for the Dissipative Systems. Dynamical systems and equations of mathematical physics. Kishinev, “Stiinta”, 1988, pp. 149-161.<\/p>\n

33. D. Cheban. On the Structure of the Levinson Centre of Dissipative Dynamical Systems. Differential Equations, 1988. v. 24, N6, pp. 1086.<\/p>\n

32. D. Cheban. Nonautonomous Dissipative Dynamical Systems. Method of Lyapunov Functions. Problems of the qualitative theory of differential equations. Novosibirsk, 1988, pp. 56-64.<\/p>\n

31. D. Cheban. On the Structure of the Levinson Centre of Dissipative Dynamical Systems. Differential Equations, 1988. v. 24, N9, pp. 1564-1576.<\/p>\n

30. D. Cheban. Nonautonomous Dissipative Dynamical systems. Method of Lyapunov functions. Differential Equations, 1987. v. 23, N3, pp. 464-474.<\/p>\n

29. D. Cheban. Boundedness, Dissipativity and Almost Periodicity of the Solutions of Linear and Weakly Nonlinear Systems of Differential Equations. Dynamical systems and boundary value problems. Kishinev, “Stiinta”, 1987, pp. 143-159.<\/p>\n

28. D. Cheban. Nonautonomous Dissipative Dynamical Systems. Soviet Math. Dokl, v. 33, N1. 1986, pp. 207-210.<\/p>\n

27. D. Cheban. One Test of the Convergence of Nonlinear Systems in Hilbert Spaces. Differential equations and their invariants. Kishinev, “Stiinta”, 1986, pp. 136-143.<\/p>\n

26. D. Cheban. Test of the Convergence of Nonlinear systems by the First Approximation. Differential equations and their invariants. Kishinev, “Stiinta”, 1986, pp. 144-150.<\/p>\n

25. D. Cheban. Nonautonomous Dynamical Systems. Lyapunov Functions method. Abstract of speech at the 6th All-Union conference of Qualitative Theory of Differential Equations. Irkutsk, 1986, pp. 197-198.<\/p>\n

24. D. Cheban. C-analytic Dissipative Dynamical Systems. Differential Equations, 1986. v. 22, N11, pp. 1915-1922.<\/p>\n

23. D. Cheban. On the Nonautonomous Dissipative Dynamical Systems. Uspekhi Matematicheskikh Nauk, 1986, v. 41, N4 (250), pp. 169.<\/p>\n

22. D. Cheban. Quasiperiodic Solutions of the Dissipative Systems with a Quasiperiodic Coefficients<\/em>. Differential Equations, v. 22, N2. 1986, pp. 267-278.<\/em><\/p>\n

21. D. Cheban. On the Second Lyapunov Method in the Theory of Stability of Dynamical Systems. Differential Equations and Dynamical Systems. Kishinev, “Stiinta”, 1985, pp. 139-147. <\/em><\/p>\n

20. D. Cheban. Nonautonomous Dissipative Dynamical Systems. Differential Equations, 1985, v. 21, N5, pp. 913-914. <\/em><\/p>\n

19. D. Cheban. Dynamical Systems of Translations in the Spaces of Functions and Distributions. Research on the Functional Analysis and Differential Equations. Kishinev, “Stiinta”, 1984, pp. 130-142.<\/em><\/p>\n

18. D. Cheban. Periodic and Quasiperiodic Solutions of Linear Differential Equations. Differential Equations, 1984, v. 20, N8, pp. 1455-1456.<\/em><\/p>\n

17. D. Cheban. On the Stability of Levinson Centre of Nonautonomous Dissipative Dynamical Systems. Differential Equations, 1984<\/em>,v<\/em>. 20, N11, pp. 2016-2018. <\/em><\/p>\n

16. D. Cheban. Compatible Solutions of Differential Equation x\u2019\u2019=f(t,x) in the Hilbert space. Research on the Differential Equations. Kishinev, “Stiinta”, 1983, pp. 101-111.<\/em><\/p>\n

15. D. Cheban. Compatible Solutions of Linear Partial Differential Equations. Researches on the Differential Equations. Kishinev,”Stiinta”, 1983, pp. 101-111.<\/em><\/p>\n

14. V. Amelkin and D. Cheban. Bounded Solutions and Periodic Oscillations of Differential Systems. Differential Equations and Theory of Operators. Kishinev, “Stiinta”, 1982, pp. 3-9. <\/em><\/p>\n

13. D. Cheban and I. Cheban. Anti Almost Periodic Solutions of Differential Equations. Research on the Functional Analysis and Differential Equations. Kishinev, “Stiinta”, 1981, pp. 100-108. <\/em><\/p>\n

12. D. Cheban and A. Shipkov. Bounded solutions of differential equations with complex time. Research on the Functional Analysis and Differential Equations. Kishinev, “Stiinta”, 1981, pp. 116-123.<\/em><\/p>\n

11. D. Cheban. Some Theorems of the Injection of Dynamical Systems. Algebraic Invariants of Dynamical Systems. Kishinev, “Stiinta”. 1980, pp. 118-122. <\/em><\/p>\n

10. D. Cheban. A Theory of the Linear Differential Equations (selected chapters). Kishinev, “Shtiintsa”, 1980, pp.1-110.<\/em><\/p>\n

9. D. Cheban. Some Properties of Linear Systems of Differential Equations with Asymptotically Almost Periodic Coefficients. Differential Equations 1978, v. 14, N5, pp. 940-942. <\/em><\/p>\n

8. D. Cheban and V. Chernii. On the Question of Exponential Dichotomy on Semi-axis of Solutions of Differential Equations. Differential Equations, 1978, v. 14, No.11, pp. 2012-2018.<\/em><\/p>\n

7. D. Cheban. On the Boundedness and Asymptotic Almost Periodicity of Solutions of Differential Equations Solutions. Kishinev, “Stiinta”, Mathematical Sciences, No.1, 1977, pp. 72-76.<\/em><\/p>\n

6. D. Cheban. On the Comparability of the Points of Dynamical Systems with Regard to the Character of Recurrence Property in the Limit. Kishinev, “Stiinta”, Mathematical Sciences, No.1, 1977, pp. 66-71.<\/em><\/p>\n

5. B. Scherbakov and D. Cheban. Poisson Asymptotic Stability of Motions of Dynamical Systems and their Comparability with Regard to the Recurrence Property in the Limit. Differential Equations, v. 13, N5. 1977, pp. 898-906.<\/em><\/p>\n

4. D. Cheban. Poisson Asymptotic Stability of Solutions of Operational Equations. Differential Equations, v. 13, N8, 1977, pp. 978-983.<\/em><\/p>\n

3. D. Cheban. On the Problem of Structural Stability of Linear Systems of Differential Equations with Almost Periodic Coefficients. Differential Equations, 1977, v. 13, N11, pp. 2099-2101.<\/em><\/p>\n

2. D. Cheban. Uniformly isochron Solutions of Linear System of Differential Equations. Kishinev, “Stiinta”. 1974, v. 32, N2, pp. 204-213.<\/em><\/p>\n

1. D. Cheban. Poisson Asymptotically Stable Solutions of Non-linear Differential Equations. Kishinev, “Stiinta”. Mathematical searches, 1974, v. 37, N3, pp. 231-237. <\/em><\/p>\n

 <\/p>\n

Full list of publications<\/strong>:<\/p>\n

2022\u00a0<\/strong><\/p>\n

 <\/p>\n

199. David Cheban,\u00a0One-dimensional Monotone Non-autonomous Dynamical\u00a0Systems and Strange Nonchaotic Attractors.\u00a0Book of abstracts: International Scientific\u00a0Conference “Algebraic and Geometric Methods of Analysis”, May
\n24-27, 2022, Odesa, Ukraine, pp.5-6.<\/p>\n

198. David Cheban,\u00a0Averaging Principle on Semi-axis for Semi-linear\u00a0Differential Equations.\u00a0Book of Absracts: The 29th Conference on Applied and Industrial Mathematics (CAIM 2022), Dedicated to the memory of Academician Mitrofan M.
\nChoban. Chisinau, Republic of Moldova, August 25-27, 2022.\u00a0Tiraspol State University, pp.52-55.<\/p>\n

197. David Cheban,\u00a0Bohr\/Levitan Almost Periodic and Almost Automorphic Solutions of
\nMonotone Difference Equations with a Strict Monotone First\u00a0Integral.\u00a0Journal of Difference Equations and Applications,\u00a0Vol.28, No.4, 2022, pp.510-546.<\/p>\n

196. David Cheban,\u00a0Different Types of Compact Global Attractors for Cocycles
\nwith a Noncompact Phase Space of Driving System and the\u00a0Relationship Between Them.
\nBuletinul Academiei de Stiinte a\u00a0Republicii Moldova.\u00a0Matematica, No.1 (98), 2022., pp.35-55.<\/p>\n

195. David Cheban,\u00a0On the structure of te Levinson center for monotone\u00a0non-autonomous dynamical systems with a first integral.Carpatian Journal of Matematics,\u00a0Vol.38, No.1, 2022,\u00a0pp.67-94.
\n2021<\/strong><\/p>\n

194. David Cheban and Zhenxin Liu,\u00a0Weak Averaging Principle on Infinite Interval for Stochastic Ordinary Differential
\nEquations.\u00a0Electronic Research Archive (ERA),\u00a0Vol.29, No.4, 2021, pp.2791-2817.<\/p>\n

193. David Cheban,\u00a0On the structure of Levinson center of monotone almost periodic\u00a0systems. International Virtual Conference\u00a0“Mathematics & Information Technologies: Research and Education\u00a0(MITRE-2021),\u00a0\u00a0Chisinau, Republic of Moldova, July 01-03,\u00a02021. http:\/\/cecmi.usm.md\/MITRE\/, dedicated to the 75th\u00a0anniversary of Moldova State University, pp.22-23.<\/p>\n

192.\u00a0David Cheban,\u00a0Almost periodic solutions and compact global attractors of equations modelling growth\u00a0processes and gonorrhea epidemics.\u00a0Book of Abstracts.\u00a013th International ISAAC Congress, August 2\u2013August 6 2021, Ghent University,
\nGhent, Belgium, 2021, pp.19-20.<\/p>\n

191. David Cheban,\u00a0On the structure of the Levinson center for monotone dissipative\u00a0non-autonomous dynamical systems.
\nChapter in the book “Advance in Mathematics\u00a0Research”,Volume 29. Nova Science Publishers, Inc.\u00a02021,\u00a0pp.173-218.<\/p>\n

190. David Cheban,\u00a0On the structure of the Levinson center for monotone dissipatnon-autonomous dynamical systems.
\nProceedings of the International Scientific Conference “Dynamical Systems:\u00a0Stability, Control, Optimization” (DSSCO\u201921) in memory of Professor R.F. Gabasov. October 5-10, 2021, Minsk}. Belarussian\u00a0State University, 2021, pp.11-13.<\/p>\n

2020<\/strong><\/p>\n

189.\u00a0David Cheban and Zhenxin Liu,\u00a0Poisson Stable Solutions of Monotone Differential Equations.\u00a0Mathematical Research with Reviews, Issue 1, Art. 2, 2020, 7 pages. Prior Science Publishing.\u00a0https:\/\/www.prior-sci-pub.com\/mrr2020iss1\/art2.pdf<\/p>\n

188. David \u00a0Cheban,\u00a0Perron-Frobenius Dynamics for Markov Chains.\u00a0Proceeding of the International Symposium\u00a0“Actual Problems of Mathematics and Informatis” dedicated to the\u00a090th Bithday of Professor Ion Valuta,\u00a0November 27-28, 2020,
\nChisinau, Moldova, pp.51-53.<\/p>\n

187. David Cheban,\u00a0Almost Periodic and Almost Automorphic Solutions of\u00a0Monotone Differential Equations with a Strict Monotone First\u00a0Integral.\u00a0Buletinul Academiei de Stiinte a\u00a0Republicii Moldova.\u00a0Matematica, No.3. 2020, pp.39-74.<\/p>\n

186. David N. Cheban, Nonautonomous Dynamics. Nonlinear Oscillations and Global Attractors. \u00a0Springer Nature Switzerland AG 2020, xxii+ 434 pp.<\/p>\n

185. David Cheban and Zhenxin Liu, Periodic, quasi-periodic, almost periodic, almost automorphic, Birkhoff recurrent and Poisson stable solutions for stochastic differential equations Journal of Differential Equations, Vol. 269, No. 4, 2020, pp.3652-3685.<\/p>\n

184. David Cheban, The Structure of Global Attractors for Non-Autonomous Perturbations of Gradient-Like Dynamical Systems. Journal of Dynamics and Differential Equations, Vol. 32, No.3, 2020, pp.1113-1138.<\/p>\n

183. David N. Cheban, Monotone Nonautonomous Differential Equations with the First Integral. Proceeding of the International Scientific Conference “Modern problems of Differential Equations and their Application” dedicated to the 100th\u00a0\u00a0 anniversary\u00a0\u00a0 of S.D. Eidelman birthday. Chernivtsi, Ukraine September 16\u201319, 2020, pp.17-18.<\/p>\n

2019<\/strong><\/p>\n

182. David Cheban and Zhenxin Liu, Poisson Stable Solutions of Monotone Differential Equations. SCIENCE CHINA Mathematics, Vol.62, No.7, 2019, pp.1391-1418.<\/p>\n

181. Cheban D. N., Levitan Almost Periodic Solutions for Linear Differential Equations Abstracts of the International Conference “Mathematics \\& Information Technologies: Research and Education (MITRE-2019)”, Chisinau, Republic of Moldova, June 24-25, 2019. http:\/\/cecmi.usm.md\/MITRE\/. Satelite Conference of the Ninth Congress of Romanian Mathematicians., 2019, pp.20-21.<\/p>\n

180. David Cheban, Levitan Almost Periodic Solutions of Infinite-dimensional Linear Differential Equations. Buletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.2 (90), 2019, pp.56-78.<\/p>\n

179. David Cheban, Levitan Almost Periodic Solutions for Linear Partial Differential Equations. The Fifth Conference of the Mathematical Society of the Republic of Moldova: IMCS-55.Chisinau, Republic of Moldova, September 28– October 1, 2019, pp.36-39.<\/p>\n

178. Cheban D. N.,\u00a0I. U. Bronshtein’s Conjecture for Monotone Nonautonomous Dynamical Systems.\u00a0Discrete and Continuous Dynamical Systems: series B,\u00a02019, Vol.24, No.3, pp.1095-1113.<\/p>\n

177. Cheban D. N.,\u00a0Bohr\/Levitan Almost Periodic and Almost\u00a0Automorphic Solutions of Linear Stochastic Differential Equations\u00a0without Favard’s Separation Condition.\u00a0Chapter in book “Advance in Evolution Equations: Evolution Equations: Almost Periodicity and Beyond”. Editors: G.\u00a0N’Guerekata, Jin Lian and Alexander Pankov. Dedicated to the\u00a0memory of V. V. Zhikov. Nova Science Publishers, New York, 2019,\u00a0ix+327 pp, pp.155-206.<\/p>\n

2018<\/strong><\/p>\n

176. Cheban D. N., Levitan\/Bohr Almost Periodic and Almost Automorphic Solutions of the Scalar Differential Equations. Dynamical Systems: An International Journal. 2018, Vol.33, No.4, pp.667-690.<\/p>\n

2017<\/strong><\/p>\n

175. Cheban D. N., Linear Stochastic Differential Equations and Nonautonomous Dynamical Systems. Proceedings CMSM4, The Fourth Conference of Mathematical Society of the Republic of Moldova: dedicated to the centenary of Vladimir Andrunachievici (1917-1997). June 28 \u2013July 2, Chisinau 2017, pp.255-258.\u00a0t<\/a><\/p>\n

174. Cheban D. N., Bohr\/Levitan Almost Periodic and Almost Automorphic Solutions of Linear Stochastic Differential Equations without Favard’s Separation Condition. Internationl Journal of Evolution Equations, 2017, Vol. 10, No.3-4, pp.349-389. (special issue dedicated to the memory of V. V. Zhikov).<\/p>\n

2016<\/strong><\/p>\n

173. Cheban D. N., Levitan\/Bohr Almost Periodic and Almost Automorphic Solutions of the Scalar Differential Equations. Mathematics & Information\u00a0Technologies: Research and Education (MITRE-2016),\u00a0\u00a0Chi\u015fin\u0103u,\u00a0Republic of Moldova, June 23-26, 2016, pp.18-19.<\/p>\n

172. Cheban D. N., Mammana C. and Michetti E., The Structure of Global Attractors for Non-Autonomous Perturbations of Discrete Gradient-Like Dynamical Systems.\u00a0Patterns of Dynamics: Conference in Honor of Bernold\u00a0Fiedler, Berlin July 25–29, 2016. Book of Abstracts and\u00a0Program,\u00a0p.28.<\/p>\n

171. Cheban D. N., Mammana C. and Michetti E., The Structure of Global Attractors for Non-Autonomous Perturbations of Discrete Gradient-Like Dynamical Systems. Journal of Difference Equations and Applications,\u00a0Vol.22, No.11, 2016, pp.1673–1697.<\/p>\n

2015<\/strong><\/p>\n

170. Cheban D. N., Mammana C. and Michetti E., Global attractors of non-autonomous difference equations: A growth model with endogenous population growth. Dynamical Systems and Applications, 24 (2015), no.1-2, pp.17-33.<\/p>\n

169. Cheban D. N., The Structure of Global Attractors for Non-Autonomous Gradient-Like Dynamical Systems. International conferences “Mathematics & Information Technologies: Research and Eduacation (MITRE-2015). Abstracts, Chisinau, July 2-4, 2015, p.21-22.<\/p>\n

168. Cheban D. N., Relation between Levinson center, chain recurrent set and center of Birkhoff for compact dissipative dynamical systems.\u00a0Bulletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.2 (78), 2015, pp.42–60.<\/p>\n

167. Cheban D.N. and Kalitine B.S., On the stability of gradient-like systems. International mathematical conference\u00a0\u00a0“Sixth Bogdanov reads on ordinary differential equations”, December 7-10, 2015.\u00a0\u00a0Abstracts of\u00a0conference, Vol.1, Minsk, 2015, pp.90-92.<\/p>\n

166. Cheban D.N. Global Attractors of Nonautonomous Dynamical and Control Systems. Interdisciplinary Mathematical Sciences, vol.18, River Edge, NJ:\u00a0World Scientific<\/a>, 2015, xxv+589 pp.<\/p>\n

165. Cheban David, Belitskii–Lyubich Conjecture for C-Analytic Dynamical Systems. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS SERIES, series B, Vol. 20, No. 3, 2015 pp. 945–959.<\/p>\n

2014<\/strong><\/p>\n

164. Cheban D. N. and Kalitine B. S., On the Stability of Gradient-Like Systems. International Journal of Evolution Equations,\u00a0\u00a0Vol.9, No.2, 2014, pp.151-166.<\/p>\n

163. Cheban D. N., Compact Global Attractors of Non-autonomous Gradient-Like Dynamical Systems.\u00a0Buletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.2 (75), 2014, pp.85–101.<\/p>\n

162. Cheban D. N., Birkhoff’s center of compact dissipative dynamical system. The Third Conference of Mathematical Society of the republic of Moldova, 19-23 August, 2014, Chisinau, Moldova. Proceedings IMCS-50. Chisinau, Inst. Math Comp. Science, Academy of Sciences of Moldova, 2014. p.239-242.<\/p>\n

161. Cheban D. N., Markus-Yamabe Conjecture for Non-Autonomous Systems. Nonlinear Analysis: TMA, Volume 95, 2014, pp.202\u2013218.<\/p>\n

160. Cheban D. N., Compact Global Chaotic Attractors of Discrete Control Systems. Nonautonomous and Stochastic Dynamical Systems, DOI: 10.2478\/msds-2013-0002, NSDS, 2014, pp.10-25.<\/p>\n

2013<\/strong><\/p>\n

159. Cheban D. N., Belitskii–Lyubich Conjecture for C-Analytic Dynamical Systems. Abstracts of the international conferences. Mathematics & Information Technologies: Research and Education (MITRE-2013). August 18-22, 2013, Chisinau (Republic of Moldova), pp.28-29.<\/p>\n

158. Caraballo Tomas and Cheban David, Almost Periodic Motions in Semi-Group Dynamical Systems and Bohr\/Levitan almost periodic solutions of Linear difference equations without Favard’s separation condition. Journal of Difference Equations and Applications, Volume 19, Issue 6, 2013, pp.872-897.<\/p>\n

157. Cheban D. N., Asymptotic Stability of Non-autonomus Dynamical Systems. Buletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.1 (71), 2013, pp.11-44.<\/p>\n

156. Cheban D. N. and Mammana C., Markus-Sell’s Theorem for Asymptotically Almost Periodic Systems. Chapter in the Book\u00a0\u00a0\u201eDynamical Systems: Theory, Applications and Future\u00a0Directions”. Editor:\u00a0Jean Michel Tchuenche (Atlanta, GA , USA).\u00a0Nova Science Publishers, 2013, pp.1–20.<\/p>\n

155. Cheban D. N., Lyapunov Stability of Non-Autonomous Dynamical Systems.\u00a0Nova Science Publishers Inc<\/a>, 2013,\u00a0xii+275 pp.<\/p>\n

154. Cheban D. N., Mammana C. and Michetti E., Global attractors of quasi-linear non-autonomous difference equations: A growth model with endogenous population growth. Nonlinear Analysis: series B, 14 (2013) pp.1716 -1731.<\/p>\n

153. Caraballo Tomas and Cheban David, Almost Periodic and Almost Automorphic Solutions of Linear Differential Equations. DCDS-A, vol. 33, no. 5, 2013, pp.1857-1882.<\/p>\n

152. Caraballo Tomas and Cheban David, On the Structure of the Global Attractor for Infinite-Dimensional Non-autonomous Dynamical Systems with Weak Convergence. Communications on Pure and Applied Analysis (CPAA), vol.12, no.1, 2013, pp. 281-302<\/p>\n

2012<\/strong><\/p>\n

151. Cheban D. N., Markus-Sell’s Theorem for Nonautonomous Dynamical Systems. Abstracts of the 20-th Conference on Applied and Industrial\u00a0Mathematics. Dedicated to Academician Mitrofan M. Ciobanu. Chisinau, August 22-25, 2012, p. 63.<\/p>\n

150. Cheban D. N. and Mammana C., Markus-Sell’s Theorem for Infinite Dimensional Asymptotically Almost Periodic Systems. Abstracts of the 9-th AIMS International Conference on “Dynamical Systems, Differential Equations and Applications”. July 1-5, 2012 Hyatt Regency Grand Cypress (Orlando, Florida, USA), .pp. 246.<\/p>\n

149. Cheban D. N. and Mammana C., Chaotic Attractors of Control Systems. Proceedings, 5th Chaotic Modeling and Simulation. International\u00a0Conference, 12-15 June 2012, Athene Grece, 2012, pp.131-138.<\/p>\n

148. Cheban D. N. and Mammana C., Chaotic Attractors of Control Systems. Book of abstracts Chaos 2012: 5-th Chaotic Modeling\u00a0and Simulation International Conference. Editor Christos H.\u00a0Skiadis. 12-15 June 2012 (Athene, Greece), pp. 29.<\/p>\n

147. Cheban D. N., Sell’s conjecture for Non-Autonomous Dynamical Systems. Nonlinear Analysis: TMA, Vol.75, no.7, 2012, pp.3393-3406.<\/p>\n

146. Caraballo Tomas and Cheban David, On the Structure of the Global Attractor for Non-autonomous Dynamical Systems with Weak Convergence. Communications in Pure and Applied Analysis, Vol.11, no.2, 2012, pp.809-828.<\/p>\n

145. Caraballo Tomas and Cheban David, On the Structure of the Global Attractor for Non-autonomous Difference Equations with Weak Convergence. Journal of Difference Equations and Applications, Volume 18, Issue 4, 2012, pp.535-551.<\/p>\n

2011<\/strong><\/p>\n

144. Cheban D. N., G. Sell’s conjecture for non-autonomous dynamical systems. Abstracts of international conferences. Mathematics & Information Technologies: Research and Education (MITRE-2011). Dedicated to the 65th aniversary of the Moldova State University. August 22-25, 2011, Chisinau (Republic of Moldova), pp. 32-34.<\/p>\n

143. Caraballo Tomas and Cheban David, Levitan\/Bohr Almost Periodic and Almost Automorphic Solutions of Second-Order Monotone Differential Equations. Journal of Differential Equations, Vol.251, No.3, 2011, pp.708-727.<\/p>\n

142. Caraballo Tomas and Cheban David, Almost Periodic and Asymptotically Almost Periodic Solutions of\u00a0\u00a0Lienard\u00a0Equation. DCDS-B, Vol.16, No.3, 2011, pp.703-717 .<\/p>\n

\u00a02010 <\/strong><\/p>\n

141. Cheban D. N., Kloeden P. E. and Schmalfuss B., Relation Between pullback and Global Attractors of Nonautonomous Dynamical Systems. Advances in Chaotic Dynamics and Applications. Stability, Oscilations and Optimization of Systems (Editors: C. Cruz-Hernandez and A. A. Martynyuk:\u00a0 Vol. 4, Cambridge Scientific Publishers, 2010, 280 pp.), pp.1-21.<\/p>\n

140. Cheban D. N., Global Attractors of Set-Valued Dynamical and Control Systems.\u00a0Nova Science Publishers Inc<\/a>, New York, 2010, xvii+269 pp.<\/p>\n

139. Cheban D. N., Compact Global Attractors of Control Systems. Journal of Dynamical and Control Systems, vol.16 (2010), no.1, pp. 23–44.<\/p>\n

138. Boularas Driss and Cheban David, Asymptototic Stability of Switching Systems. Electronical Journal of Differential Equations, 2010 (2010), no.21, pp.1-18.<\/p>\n

2009<\/strong><\/p>\n

137. Cheban D. N. and Mammana C., A\u00a0\u00a0Invariant Manifolds, Almost Periodic and Almost Automorphic Solutions of Seconde-Order Monotone Equations. New Research on Evolution Equations: Editor G. M. N’Guerekata. Nova Science Publishers, Inc. New York, 2009, pp.123–145.<\/p>\n

136. Cheban D. N., Kloeden P. E. and Schmalfuss B., Relation Between pullback and Global Attractors of Nonautonomous Dynamical Systems. Advances in Chaotic Dynamics and Applications. Stability, Oscilations and Optimization of Systems. Editors: C. Cruz-Hernandez and A. A. Martynyuk:\u00a0\u00a0Vol. 4, Cambridge Scientific Publishers, 2009, 280 pp.<\/p>\n

135. Cheban D. N., Asymptotically Almost Periodic Solutions of Differential Equations.\u00a0Hindawi Publishing Corporation<\/a>, New York, 2009, ix+186 pp.<\/p>\n

134. Caraballo T. and Cheban D., Almost Periodic and Almost Automorphic Solutions of Linear Differential\/Difference Equations without Favard’s Separation Condition.II J. Differential Equations, 246 (2009), pp.1164–1186.<\/p>\n

133. Caraballo T. and Cheban D., Almost Periodic and Almost Automorphic Solutions of Linear Differential\/Difference Equations without Favard’s Separation Condition.I J. Differential Equations, 246 (2009), pp.108–128.<\/p>\n

132. Cheban D. N., Mammana C. and Michetti E., Global Attractors of Nonautonomous Difference Equations.\u00c2\u00a0\u00a0Bulletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.1 (59), 2009, pp.45–57.<\/p>\n

2008<\/strong><\/p>\n

131.\u00a0<\/strong>Cheban D. N. and Schmalfuss B., Invariant Manifolds, Global Attractors, Almost Automrphic and Almost Periodic Solutions of Non-Autonomous Differential Equations. J.Math.Anal.Appl., 340, no.1 (2008), 374-393.<\/p>\n

130. Cheban D. N., Levitan Almost Periodic and Almost Automorphic Solutions of V-monotone Differential Equations. J. Dyn. Diff. Eqns, Vol.20, No.3, 2008, pp.669–697.<\/p>\n

129. Cheban D. N., Mammana C. and Michetti E., Global Attractors of Quasi-Linear Non-Autonomous Difference Equations.\u00a0Buletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.1 (56), 2008, pp.84–104.<\/p>\n

2007<\/strong><\/p>\n

128. D. Cheban and C. Mammana. Invariant Manifolds and Almost Automorphic Solutions of Second-Order Monotone Equations.\u00a0Proceedings:\u00a0<\/em>EQUADIFF 11. International cnference on differential equations: Czecho-Slovak series.<\/em><\/a>\u00a0Comenius University, Bratislava, SLOVAKIA,July 25 – 29, 2007, pp.141-147.\u00a0<\/em><\/p>\n

127. D. Cheban and C. Mammana. Continuous Dependence of Attractors on Parameters of Non-Autonomous Dynamical Systems and Infinite Iterated Function Systems.\u00a0Discrete and Continuous Dynamical Systems, Vol. 18, No.2-3, 2007, 499-515.\u00a0<\/em><\/p>\n

2006<\/strong><\/p>\n

126. D. Cheban. Markus-Yamabe Conjecture.\u00a0Communications, The 14-th Conference of Applied and Industrial Mathematics. Chisinau, August 17-19, 2006, pp.107-110.\u00a0<\/em><\/p>\n

125. D. Cheban and C. Mammana. Global Attractors and Almost Periodic Solutions of V-Monotone Non-Autonomous Dynamical Systems.\u00a0International Congress of Mathematicians, Madrid 2006. Abstracts (Posters, Short Communications, Mathematical Software, Other Activities), p.373.\u00a0<\/em><\/p>\n

124. D. Cheban, C. Mammana and E. Michetti. Global Attractors of Non-Autonomous Difference Equations.\u00a06th AIMS International Conference on Dynamical Systems and Differential Equations, June 25-28, 2006, Poitiers, FRANCE, p.103.\u00a0<\/em><\/p>\n

123. D. Cheban and C. Mammana. Compact Global Attractors of Discrete Inclusions.\u00a0Nonlinear Analysis, v.65 , No.8, 2006, pp.1669-1687.\u00a0<\/em><\/p>\n

122. D. Cheban and C. Mammana. Almost Periodic Solutions of Non-Autonomous Beverton-Holt Difference Equations.\u00a0WSEAS TRANSACTIONS on SYSTEMS, Issue 5, Volume 5, May 2006, pp.1048-1053.\u00a0<\/em><\/p>\n

2005<\/strong><\/p>\n

121. Cheban D. N., Dynamical systems in the works of moldavian mathematicians.Elemente de istorie a matematicii si matematica in republica Moldova (Editors: Choban M. M. and Valuta I. I.).\u00a0Chisinau, 2006, pp.361–367.<\/p>\n

120. D. Cheban and C. Mammana. Invariant Manifolds, Almost Periodic and Almost Automorphic Solutions of Second-Order Monotone Equations.\u00a0International Journal of Evolution Equations, Vol.1, No.4, 2005, pp.319-343.<\/em><\/p>\n

119. D. Cheban and C. Mammana. Invariant Manifolds and Almost Automorphic Solutions of Second-Order Monotone Equations.\u00a0Book of Abstracts EQUADIFF 11. International conference on differential equations: Czecho-Slovak series. Comenius University, Bratislava, SLOVAKIA, July 25 – 29, 2005, pp.14.\u00a0<\/em><\/a><\/p>\n

118. D. Cheban and C. Mammana. Absolute Asymptotic Stability of Discrete Linear Inclusions.\u00a0Buletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.1 (47), 2005, pp.43-68.\u00a0<\/em><\/p>\n

117. D. Cheban and C. Mammana. Relation between Different Types of Global Attractors of Non-Autonomous Set-Valued Dynamical Systems.\u00a0Set-Valued Analysis, Vol.13, No.3, 2005, pp.291-321.\u00a0<\/em><\/p>\n

116. D. Cheban and C. Mammana. Invariant Manifolds, Global Attractors and Almost Periodic Solutions of Non-autonomous Difference Equations.\u00a0Equadiff 2003. Proceedings of the International Conference on Differential Equations. Hasselt, Belgium 22-26 July 2003. Singapore: World Scientific, 2005, pp.833-838.\u00a0<\/em><\/p>\n

115. D. Cheban and C. Mammana. Relation Between Different Types of Stabilities of Linear Non-Autonomous Dynamical Systems.\u00a0Proceedings of International Conference: 2004-Dynamical Systems and Applications, pp.205-227, July 5-10, 2005, Antalya, Turkey.\u00a0<\/em><\/p>\n

2004<\/strong><\/p>\n

114. D. Cheban and C. Mammana. Invariant Manifolds, Global Attractors and Almost Periodic Solutions of Non-autonomous Difference Equations.\u00a0Nonlinear Analysis, Series A, vol.56, No.4, 2004, pp.465-484.\u00a0<\/em><\/p>\n

113. D. Cheban. Global Attractors of Nonautonomous Dissipative Dynamical Systems.\u00a0Interdisciplinary Mathematical Sciences 1. River Edge, NJ: World Scientific, 2004, xxiii+502 pp.<\/em><\/a><\/p>\n

112. D. Cheban and C. Mammana. Relation between Different Types of Stabilities for Linear Non-Autonomous Dynamical Systems.\u00a0International Conference “Dynamical Systems and Applications – 2004”. Book of Abstracts. July 05-10, 2004, Antalya, Turkey, p.32.<\/em><\/p>\n

111. D. Cheban and C. Mammana. Compact Global Chaotic Attractors of Discrete Control Systems.\u00a0International Conference “Differential Equations and Related Topics”. Book of Abstracts. Moscow, May 16-22, 2004, p.44.<\/em><\/p>\n

110. D. Cheban and C. Mammana. Asymptotic Stability of Autonomous and Non-Autonomous Discrete Linear Inclusions.\u00a0Buletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.3 (46), 2004, pp.41-52.\u00a0<\/em><\/p>\n

109. D. Cheban and J. Duan, Almost Periodic Solutions and Global Attractors of Nonautonomous Navier-Stokes Equations.\u00a0Journal of Dynamics and Differential Equations, vol.16, No.1, 2004, pp. 1-34.\u00a0<\/em><\/p>\n

108. D. Cheban and J. Duan, Recurrent Motions and Global Attractors of Nonautonomous Lorenz Systems.\u00a0Dynamical Systems: An International Journal, vol.19, No.1, 2004, pp.41-59.\u00a0<\/em><\/p>\n

2003<\/strong><\/p>\n

107. D. Cheban, J. Duan and A. Gherco. Generalization of Second Bogoliubov’s Theorem for Non-Almost Periodic Systems.\u00a0Nonlinear Analys: Real World Applications, vol.4, No.4, 2003, pp.599-613.\u00a0<\/em><\/p>\n

106. D. Cheban and C. Mammana. Upper Semicontinuity of Attractors of Set-Valued Nonautonomous Dynamical Systems.\u00a0International Journal of Pure and Applied Mathematics, vol.4, No.5, 2003, pp.385-418.\u00a0<\/em><\/p>\n

105. D. Cheban, P. Kloeden and B. Schmalfuss. Global Attractors of V-monotone Nonautonomous Dynamical Systems.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 2003. No.1(41), pp.47-57.\u00a0<\/em><\/p>\n

104. V.P. Bongolan-Walsh, D. Cheban and J. Duan. Recurrent Motions in the Nonautonomous Navier-Stokes System.\u00a0Continuous and Disrete Dynamical Systems – serie B, vol.3, No.2, 2003, pp.255-262.\u00a0<\/em><\/p>\n

103. D. Cheban, J. Duan and A. Gherco. Heteroclinic Points of Multi-dimensional Dynamical Systems.\u00a0Electronic Journal of Differential Equations, vol.2003(2003), No.41, pp.1-21.\u00a0<\/em><\/p>\n

102. D. Cheban. Global Attractors of Dynamical Systems.\u00a0Electronic Journal Differential Equations and Control Processes. vol.3, pp.1-56.\u00a0<\/em><\/p>\n

101. D. Cheban. Almost Periodic Solutions of Monotone Almost Periodic Equations.\u00a0International Conference on Differential Equations. Equadiff’03 (July 22-26, Hasselt, BELGIUM), p.25.<\/em><\/p>\n

100. D. Cheban and C. Mammana. Invariant manifolds, Global attractors and Almost Periodic Solutions of Non-autonomous Difference Equations.\u00a0International Conference on Differential Equations. Equadiff’03 (July 22-26, Hasselt, BELGIUM), p.25.<\/em><\/p>\n

2002<\/strong><\/p>\n

99. D. Cheban, P. Kloeden and B. Schmalfuss. The relation between Pullback and Global Attractors of Nonautonomous Dynamical Systems.\u00a0Nonlinear Dynamics and Systems Theory, vol.2, No.2(2002), pp.9-28.\u00a0\u00a0<\/em><\/p>\n

98. D. Cheban. Upper Semicontinuity of Attractors of Nonautonomous Dynamical Systems for Small Perturbations.\u00a0Electronic Journal of Differential Equations, vol.2002(2002), No.42, pp.1-21.\u00a0<\/em><\/p>\n

97. D. Cheban. Global Attractors of Nonautonomous Dynamical Systems. (Press of the State University of Moldova, Chisinau, MOLDOVA. (in Russian)<\/p>\n

96. D. Cheban. Asymptotical Almost Periodic Solutions of Differential Equations. (Press of the State University of Moldova, Chisinau, MOLDOVA. (in Russian)<\/p>\n

2001<\/strong><\/p>\n

95. D. Cheban. Global Attractors of Quasihomogeneous Nonautonomous Dynamical Systems.\u00a0Electronic Journal of Differential Equations, vol.2001(2001), No.10, pp.1-19.\u00a0<\/em><\/p>\n

94. D. Cheban. Global Attractors of Quasihomogeneous Nonautonomous Dynamical Systems.\u00a0Proceedings of the International Conference on Dynamical Systems and Differential Equations (May 18-21, Kennesaw, USA). Discrete and Continuous Dynamical Systems, 2001, Added Volume, pp.96-101.\u00a0<\/em><\/p>\n

93. D. Cheban. The Ordinary Differential Equations.\u00a0Problem Solver. (Press of the State University of Moldova, Chisinau, MOLDOVA), 408 p.<\/em><\/p>\n

92. D. Che. Uniform Exponential Stability of Linear Periodic Systems in Banach Spaces.\u00a0Electronic Journal of Differential Equations, vol. 2001 (2001), No.03, pp.1-12.\u00a0<\/em><\/p>\n

91. D. Cheban, B. Schmalfuss and P. Kloeden. Pullback Attractors in Dissipative Nonautonomous Differential Equations under Discretization.\u00a0Journal of Dynamics and Differential Equations, vol.13, No.1, pp.185-213.\u00a0<\/em><\/p>\n

90. D. Cheban. An analog of the Cameron-Johnson’s Theorem for Linear C-analytic Equations in Hilbert space.\u00a0Proceedings of the International Conference on Differential Equations and Related Topics dedicated to the Centenary Anniversary of Ivan Petrovskii (May 22-27, Moscow, RUSSIA), pp.86-87.<\/em><\/p>\n

89. D. Cheban. Global Pullback Atttactors of C-Analytic Nonautonomous Dynamical Systems.\u00a0First Conference of the Mathematical Society of Republic of Moldova (August 16-18, Chisinau, MOLDOVA). (in Russian)<\/em><\/p>\n

88. D. Cheban. Global Pullback Atttactors of C-Analytic Nonautonomous Dynamical Systems.\u00a0Stochastics and Dynamics. vol.1(2001), No.4, pp.511-535.<\/em><\/p>\n

87. D. Cheban. Global Pullback Atttactors of C-Analytic Cocycles.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, No.2(36), pp.65-74.<\/em><\/p>\n

86. D. Ceban and A. Suba. Problemele de Ecuatii Diferentiale.\u00a0Press of the State University of Moldova (Chisinau, MOLDOVA). (in Russian)<\/em><\/p>\n

2000<\/strong><\/p>\n

85. D. Cheban, P. Kloeden and B. Schmalfuss. Pullbac Attractors under Discretization.\u00a0Proceeding EQUADIFF’99 (Berlin, GERMANY), vol.2 (Edited by B. Fiedler, K. Groger and J. Sprekels). World Scientific 2000, pp.1024-1029.<\/em><\/p>\n

84. D. Cheban. Uniform Exponential Stability of Linear Almost Periodic Systems in Banach spaces.\u00a0Electronic Journal of Differential Equations, vol.2000(2000), No.29, pp.1-18.\u00a0<\/em><\/p>\n

83. D. Cheban. The Analog of the Cameron-Johnson’s Theorem for Linear C-analytic Equations in Hilbert Space.\u00a0Mathematical Notes, vol.68, No.6 (2000), pp.935-938.\u00a0<\/em><\/p>\n

1999<\/strong><\/p>\n

82. I. Bronshteyn, D. Cheban and N. Vulpe. Boris Alexeevich Shcherbakov (A tribute in honor of his 75th birthday).\u00a0Bul. Acad. Stiinte Repub. Mold., Mat. 1999, no. 1, pp.130–134.<\/em><\/p>\n

81. D. Cheban B. Schmalfuss. Global Attractors of Nonautonomous Disperse Dynamical Systems and Differential Inclusions.\u00a0Bulletin of Academy of sciences of Republic of Moldova. Mathematics, 1999, No.1(29), pp.3-22.\u00a0<\/em><\/p>\n

80. D. Cheban. Global Attractors of Non-autonomous Dynamical Systems and Almost Periodic Limit Regimes of Some Classes of Evolutionary Equations.\u00a0Anale Faculatii de Matimatica si Informatica, vol.1, 1999, pp.1-26.\u00a0<\/em><\/p>\n

79.\u00a0D. Cheban. Relations Between Different Types of Stability of Linear Almost Periodic Systems in Banach Spaces.\u00a0Electronic Journal of Differential Equations, vol.1999 (1999), No.46, pp.1-9.\u00a0<\/em><\/p>\n

1998<\/strong><\/p>\n

78. Cheban D. N., Letter to the editors: “Bounded solutions of linear almost periodic systems of differential equations”[Izv. Ross. Akad. Nauk Ser. Mat. 62 (1998), no. 3, 155–174.] Izv. Ross. Akad. Nauk Ser. Mat.\u00a0 63 (1999),\u00a0 no. 3, 224.<\/p>\n

77. D. Cheban. Global Attractors of Infinite-dimensional Non-autonomous Dynamical Systems, II.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1998, No.2 (27), p.25-38.<\/em><\/p>\n

76. D. Cheban. The Asymptotics of Solutions of Infinite-dimensional Homogeneous Dynamical Systems.\u00a0Mathematical Notes, 1998, vol.63, No.1, p.115-126.\u00a0<\/em><\/p>\n

75. D. Cheban. Bounded Solutions of Linear Almost Periodic Systems of Differential Equations.\u00a0Bulletin of Academy of Sciences of Russia, Mathematics Series, 1998, vol.62, No.3, p.155-174.\u00a0<\/em><\/p>\n

1997<\/strong><\/p>\n

74. D. Cheban. Global Attractors of Infinite-dimensional Nonautonomous Dynamical Systems, I.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1997, No.3 (25), p.42-55.\u00a0<\/em><\/p>\n

73. D. Cheban. Higher Mathematics (brief handbook).\u00a0Evrika (Chisinau, MOLDOVA), 1997, 70 p. (in Russian).<\/em><\/p>\n

72. D. Cheban. Higher Mathematics (brief handbook).\u00a0Evrika (Chisinau, MOLDOVA), 1997, 70 p. (in Romanian).<\/em><\/p>\n

1995<\/strong><\/p>\n

71. D. Cheban. On the Structure of Compact Asymptotically Stable Sets of C-analytic Almost Periodic Systems.\u00a0Abstract of the speech at Scientific Conference at Moldavian State University (Chisinau, MOLDOVA), 1995.<\/em><\/p>\n

70. D. Cheban. Converse of the Lyapunov’s theorem on Asymptotic Stability by the First Approximation for C-analytic Non-autonomous Systems.\u00a0Mathematical Notes, 1995, vol.57, No.1, p.139-142.<\/em><\/p>\n

69. D. Cheban. Global Attractors of Infinite-dimensional Systems, II.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1995, No.1 (17), p.28-37.<\/em><\/p>\n

68. D. Cheban and D. Fakeeh. Global Attractors of Infinite-dimensional Systems, III.\u00a0Bulletin of Academy of sciences of Republic of Moldova. Mathematics, 1995, No.2-3 (18-19), p.3-13.<\/em><\/p>\n

67. D. Cheban. On the Structure of Compact Asymptotically Stable Sets of C-analytic Almost Periodic Systems.\u00a0Differential Equations, 1995, vol.31, No.12, p.2025-2028.<\/em><\/p>\n

1994<\/strong><\/p>\n

66. D. Cheban and D. Fakeeh. Global Attractors of Dynamical Systems without Uniqueness.\u00a0Sigma (Chisinau, MOLDOVA), 1994. (in Russian)<\/em><\/p>\n

65. D. Cheban. Global Attractors of Infinite-dimensional Systems, I.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1994, No.2 (15), p.12-21.<\/em><\/p>\n

1993<\/strong><\/p>\n

64. D. Cheban and D. Fakeeh. Connectivity of the Levinson’s Centre of Compactly Dissipative Dynamical System without Uniqueness.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1993, No.1 (11), p.15-22.<\/em><\/p>\n

1992<\/strong><\/p>\n

63. D. Cheban. Some Problems of the Theory of Dissipative Dynamical Systems, II.Functional Methods in the Theory of Differential Equations (Mathematical researches, issue 124), p.106-122.<\/em><\/p>\n

62. D. Cheban and D. Fakeeh. Asymptotic Stability of Compact Semi-invariant Sets of Disperse Dynamical Systems and Dynamical Systems with Multi-dimensional Time.\u00a0Preprint, Mold NIINTI, 1992, No.1276.<\/em><\/p>\n

61. D. Cheban. Locally Dissipative Dynamical Systems and Some of Their Applications.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1992, No.1 (8), p.7-14.<\/em><\/p>\n

60. D. Cheban and D. Fakeeh. Disperse Dissipative Dynamical Systems.\u00a0Abstracts of 8th International Conference EquaDiff-92 (1992,Samarkand, USSR), p.115.<\/em><\/p>\n

59. D. Cheban. Global Uniform Asymptotic Stability of Solutions of Nonautonomous Systems.\u00a0Abstract of the speech at the Republican Scientifically-methodical Conference (1992, Odessa, UKRAINE), vol. 1, p.23.<\/em><\/p>\n

1991<\/strong><\/p>\n

58. D. Cheban and D. Fakeeh. Discontinuous Dissipative Dynamical Systems.Collection “Discontinuous dynamical systems”, abstract of the speech at the Scientific School-seminar (September 17-20, 1991, Uzhgorod, UKRAINE), p.69.<\/em><\/p>\n

57. D. Cheban and D. Fakeeh. Dissipative Dynamical Systems with Multi-dimensional Time and Disperse Dynamical Systems.\u00a0Speech thesis at scientific conference, preprint, Mold NIINTI, 1991, No.1229.<\/em><\/p>\n

56. D. Cheban. Dissipative Functional Differential Equations.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1991, No.2 (6), p.3-12.<\/em><\/p>\n

55. D. Cheban. Biasymptotically Almost Periodic Solutions of Differential Equations.\u00a0Abstracts of the International Conference of Differential Equations (1991, Moscow, RUSSIA), Uspekhi Matematicheskikh Nauk, vol. 46, p.199.<\/em><\/p>\n

1990<\/strong><\/p>\n

54. D. Cheban. On the Structure of the Levinson’s Centre of Dissipative Dynamical Systems with the Hyperbolicity Condition on the Closure of a Set of Recurrent Motions.\u00a0Differential Equations, vol. 26, No.5, p.913-914.<\/em><\/p>\n

53. D. Cheban. On the Structure of the Levinson’s Centre of a Dissipative Dynamical System with the Hyperbolicity Condition on the Set of Recurrent Motions.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1990, No.2 (3), p.34-43.<\/em><\/p>\n

52. D. Cheban. Homoclinical Trajectories of Nonautonomous Systems.\u00a0Abstract of the speech at the 2nd All-Union conference on Nonlinear Oscillations of Mechanical Systems (1990, Gorky, USSR). (in Russian)<\/em><\/p>\n

51. D. Cheban and D. Fakeeh. Dissipative Dynamical Systems with Multi-dimensional Time and Disperse Dynamical Systems.\u00a0Speech thesis at Scientific Conference at the State University of Moldova (1990, Chisinau, USSR). (in Russian)<\/em><\/p>\n

50. D. Cheban. Integral equations.\u00a0Teaching-methodical manual at the section “Differential and integral equations” of the course of high mathematics for the students of the faculty of physics (1990, State University of Moldova). (in Russian)<\/em><\/p>\n

1989<\/strong><\/p>\n

49. D. Cheban. Nonautonomous Dissipative Dynamical Systems with a Hyperbolic Subset of Centre (one-dimensional case).\u00a0Mathematical Notes, vol. 45, No.6, p. 93-98.<\/em><\/p>\n

48. D. Cheban. On One problem of Hale.\u00a0Abstract of the speech at the 7th All-Union Conference of the Qualitative Theory of Differential Equations (1989, Riga, USSR), p.227.<\/em><\/p>\n

47. D. Cheban. Some Problems of the Theory of Dissipative Dynamical Systems, I.Differential equations and mathematical physics (Chisinau, USSR, “Shtiintsa”), p. 147-163.<\/em><\/p>\n

46. D. Cheban. On One Problem of Hale.\u00a0Mathematical Notes, vol. 46, No.1, p. 120-121.<\/em><\/p>\n

45. D. Cheban. Nonautonomous Dynamical Systems with Convergence.\u00a0Differential Equations, vol. 25, No.9, p.1633-1635.<\/em><\/p>\n

1988<\/strong><\/p>\n

44. D. Cheban. Impulse and Difference Dissipative Systems with Periodic Coefficients.\u00a0Research on Differential Equations and Mathematical Analysis (Chisinau, “Shtiintsa”), p.127-142.<\/em><\/p>\n

43. D. Cheban. Averaging Principle on the Semi-axis for Dissipative Systems.Dynamical Systems and Equations of Mathematical Physics (Chisinau, “Shtiintsa”), p.149-161.<\/em><\/p>\n

42. D. Cheban. On the Structure of the Levinson Centre’s of Dissipative Dynamical Systems.\u00a0Differential Equations, vol. 24, No.6, p.1086.<\/em><\/p>\n

41. D. Cheban. Nonautonomous Dissipative Dynamical Systems. Method of Lyapunov Functions.\u00a0Problems of the Qualitative Theory of Differential Equations, (Novosibirsk, USSR), p.56-64.<\/em><\/p>\n

40. D. Cheban. On the Structure of the Levinson’s Centre of Dissipative Dynamical Systems.\u00a0Differential Equations, vol. 24, No.9, p.1564-1576.<\/em><\/p>\n

1987<\/strong><\/p>\n

39. D. Cheban. Nonautonomous Dissipative Dynamical Systems. Method of Lyapunov functions.\u00a0Differential Equations, vol. 23, No.3, p.464-474.<\/em><\/p>\n

38. D. Cheban. Boundedness, Dissipativity and Almost Periodicity of Solutions of Linear and Weakly Nonlinear Systems of Differential Equations.\u00a0Dynamical Systems and Boundary Value Problems (Chisinau, “Shtiintsa”), p.143-159.<\/em><\/p>\n

37. D. Cheban and B. Scherbakov. Barbashin-Krasovsky’s Theorem for Nonautonomous Dynamical Systems.\u00a0Abstract of the speech at the 5th All-Union Chetaev Conference on Analytic Mechanics, Stability and Motion Control (1987, Kazan, USSR), p.106.<\/em><\/p>\n

1986<\/strong><\/p>\n

36. D. Cheban. Nonautonomous Dissipative Dynamical Systems.\u00a0Soviet Mathematical Report, vol. 33, No.1, p.207-210.<\/em><\/p>\n

35. D. Cheban. One Test of the Convergence of Nonlinear Systems in Hilbert Spaces.\u00a0Differential Equations and Their Invariants (Chisinau, “Shtiintsa”), p.136-143.<\/em><\/p>\n

34. D. Cheban. Test of the Convergence of Nonlinear Systems by the First Approximation.\u00a0Differential Equations and Their Invariants (Chisinau, “Shtiintsa”), p.144-150.<\/em><\/p>\n

33. D. Cheban. Nonautonomous Dynamical Systems. Lyapunov Functions’ Method.Abstract of the speech at the 6th All-Union Conference on Qualitative Theory of Differential Equations (1986, Irkutsk, USSR), p.197-198.<\/em><\/p>\n

32. D. Cheban. C-analytic Dissipative Dynamical Systems.\u00a0Differential Equations, vol. 22, No.11, p.1915-1922.<\/em><\/p>\n

31. D. Cheban. On Nonautonomous Dissipative Dynamical Systems.\u00a0Uspekhi Matematicheskikh Nauk, vol. 41, No.4 (250), p.169.<\/em><\/p>\n

30. D. Cheban. Quasiperiodic Solutions of Dissipative Systems with Quasiperiodic Coefficients.\u00a0Differential Equations, vol. 22, No.2, p.267-278.<\/em><\/p>\n

1985<\/strong><\/p>\n

29. D. Cheban. On the Second Lyapunov’s Method in the Theory of Stability of Dynamical Systems.\u00a0Differential Equations and Dynamical Systems (1985, Chisinau, “Shtiintsa”), p.139-147.<\/em><\/p>\n

28. D. Cheban. Nonautonomous Dissipative Dynamical Systems.\u00a0Differential Equations, vol. 21, No.5, p.913-914.<\/em><\/p>\n

27. D. Cheban. C-analytic Dissipative Dynamical Systems.\u00a0Abstracts of the 3rd International Conference of Differential Equations and Applications (1985, Roosse, BULGARIA), p.141.<\/em><\/p>\n

1984<\/strong><\/p>\n

26. D. Cheban. Dynamical Systems of Translations in the Spaces of Functions and Distributions.\u00a0Research on the Functional analysis and differential equations. Kishinev, ”Shtiintsa”, 1984, p. 130-142.<\/em><\/p>\n

25. D. Cheban. Periodic and Quasiperiodic Solutions of Linear Differential Equations.\u00a0Differential Equations, vol. 20, No.8, p.1455-1456.<\/em><\/p>\n

24. D. Cheban. On the Stability of Levinson’s Centre of Nonautonomous Dissipative Dynamical Systems.\u00a0Differential Equations, vol. 20, No.11, p.2016-2018.<\/em><\/p>\n

1983<\/strong><\/p>\n

23. D. Cheban. Compatible Solutions of the Differential Equation x\u00e2\u20ac\u2122\u00e2\u20ac\u2122=f(t,x) in a Hilbert Space.\u00a0Research on Differential Equations (1983, Chisinau, “Shtiintsa”), p.101-111.<\/em><\/p>\n

22. D. Cheban. Compatible Solutions of Linear Partial Differential Equations.Research on Differential Equations (Chisinau, “Shtiintsa”), p.112-122.<\/em><\/p>\n

21. D. Cheban. Dissipative Dynamical Systems.\u00a0Abstract of the speech at the 2nd Scientific Conference on Differential Equations (1983, University of Sciences and Technology, Alger, ALGERIE), p.40-41.<\/em><\/p>\n

1981<\/strong><\/p>\n

19. D. Cheban and I. Cheban. Anti Almost Periodic Solutions of Differential Equations.\u00a0Research on the Functional Analysis and Differential Equations (1981, Chisinau, “Shtiintsa”), p.100-108.<\/em><\/p>\n

18. D. Cheban and A. Shipkov. Bounded Solutions of Differential Equations with Complex Time.\u00a0Research on the Functional Analysis and Differential Equations (1981, Chisinau, “Shtiintsa”), p.116-123.<\/em><\/p>\n

1980<\/strong><\/p>\n

17. D. Cheban. Some Theorems of Injection of Dynamical Systems.\u00a0Algebraic Invariants of Dynamical Systems (1980, Chisinau, “Shtiintsa”), p.118-122.<\/em><\/p>\n

16. D. Cheban. Theory of Linear Differential Equations (selected chapters).\u00a01980, Chisinau, “Shtiintsa”. (in Russian)<\/em><\/p>\n

1979<\/strong><\/p>\n

15. D. Cheban and B. Scherbakov. Asymptotically Almost Periodic Solutions of Linear and Quasi-linear Differential Equations.\u00a0Speech thesis at the All-Union Conference on Asymptotic Methods of the Theory of Singularly-perturbed Equations, part 1 (1981, Alma-Ata, USSR), p.164-165.<\/em><\/p>\n

14. D. Cheban. Linear Differential Equations Satisfying the Condition of Favard.Abstract of the speech at the 5th All-Union Conference of the Qualitative Theory of Differential Equations (1979, Chisinau, USSR), p.181-182.<\/em><\/p>\n

13. D. Cheban and I. Cheban. Anti Almost Periodic Solutions of Differential Equations.\u00a0Abstract of the speech at the 5th All-Union Conference of the Qualitative Theory of Differential Equations (1979, Chisinau, USSR), p.181-182.<\/em><\/p>\n

1978<\/strong><\/p>\n

12. D. Cheban. Some Properties of Linear Systems of Differential Equations with Asymptotically Almost Periodic Coefficients.\u00a0Differential Equations, vol.14, No.5, p.940-942.<\/em><\/p>\n

11. D. Cheban and V. Amelkin. Periodic Solutions of Differentially-operational Equations.\u00a0Abstract of the speech at the 4th All-Union School of the Theory of Operators in the Functional Spaces (1978, Minsk, USSR), p.9-10.<\/em><\/p>\n

10. D. Cheban and V. Chernii. On a Question of Exponential Dichotomy on Semi-axis of Solutions of Differential Equations.\u00a0Differential Equations, vol. 14, No.11, p.2012-2018.<\/em><\/p>\n

1977<\/strong><\/p>\n

9. D. Cheban. On the Boundedness and Asymptotic Almost Periodicity of Solutions of Differential Equations Solutions.\u00a0Mathematical Sciences, No.1, p.72-76.<\/em><\/p>\n

8. D. Cheban. On the Comparability of Points of Dynamical Systems with Regard to the Character of the Recurrence Property in the Limit.\u00a0Mathematical Sciences, No.1, p.66-71.<\/em><\/p>\n

7. D. Cheban and B. Scherbakov. Poisson Asymptotic Stability of Motions of Dynamical Systems and their Comparability with Regard to the Recurrence Property in the Limit.\u00a0Differential Equations, vol. 13, No.5, p. 898-906.<\/em><\/p>\n

6. D. Cheban. Poisson Asymptotic Stability of Solutions of Operational Equations.Differential Equations, vol.13, No.8, p.978-983.<\/em><\/p>\n

5. D. Cheban. On the Problem of Structural Stability of Linear Systems of Differential Equations with Almost Periodic Coefficients.\u00a0Differential Equations, vol.13, No.11, p.2099-2101.<\/em><\/p>\n

1976<\/strong><\/p>\n

4. D. Cheban and B. Scherbakov. Poisson Asymptotically Stable Motions of Dynamical Systems.\u00a0Abstract of the speech at the 4th All-Union Conference on the Qualitative Theory of Differential Equations (1976, Ryazan, USSR), p.173.<\/em><\/p>\n

1974<\/strong><\/p>\n

3. D. Cheban. Uniformly Isochron Solutions of Linear System of Differential Equations.\u00a0Mathematical researches, vol.32, No.2, p.204-213.<\/em><\/p>\n

2. D. Cheban. Poisson Asymptotically Stable Solutions of Non-linear Differential Eequations.\u00a0Mathematical researches, vol.37, No.3, p.231-237.<\/em><\/p>\n

1973<\/strong><\/p>\n

1. D. Cheban. On the Asymptotic Behavior of Solutions of Differential Equations.Abstract of the speech at the 3rd All-Union Conference on the Qualitative Theory of Differential Equations (1973, Samarkand, USSR), p.216.<\/em><\/p>\n

 <\/p>\n

 <\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n

\n
<\/div>\n
\n
\n
Other<\/div>\n
\n

Grants awarded<\/a><\/p>\n

 <\/p>\n

 <\/p>\n

2015<\/strong><\/p>\n

The Visiting Scholar Grant for collaboration with teaching\u00a0and research activity (September\u2013November 2015, Italy, Macerata).<\/p>\n

2014<\/strong><\/p>\n

FP7-PEOPLE-2012-IRSES-316338 (August–October 2014, University of Sao Paulo, Sao Carlos, Brazil), Visiting Professor.<\/p>\n

2013<\/strong><\/p>\n

FP7-PEOPLE-2012-IRSES-316338 (May\u2014June 2013,Belorussian State University, Minsk, Belorussia), Visiting Professor.<\/p>\n

Erasmus Mundus — EMERGE scholarship (December 2013 \u2013 January 2014, University of Granada, Granada, Spain), Visiting Professor.<\/p>\n

2012<\/strong><\/p>\n

FP7-PEOPLE-2012-IRSES-316338 (2012–2014 years).<\/p>\n

PROGRAMMI DI RICERCA SCIENTIFICA DI RILEVANTE INTERESSE NAZIONALE RICHIESTA DI COFINANZIAMENTO\u00a0(<\/strong>Ministero dell’ Istruzione dell’ Universit\u00a0 e della Ricerca, Italy).\u00a0University of Macerata (May – August 2012) under the Grant PRIN-2009, Visiting Professor.<\/p>\n

2010<\/strong><\/p>\n

The Programa de Movilidad de Profesores Universitarios y Extranjeros (Ministerio de Educacion, Spain) grant SAB2009-0078 (University of Seville, Seville, Spain: February 2010 – September 2010), Visiting Researcher.<\/p>\n

Proiectul\u00a0Comport\u0103ri asimptotice \u015fi control \u00een sisteme de evolu\u0163ie guvernate de ecua\u0163ii diferen\u0163iale<\/em><\/strong>\u00a0din cadrul Programului de stat\u00a0Cercet\u0103ri fundamentale \u015fi aplicative \u00een matematic\u0103<\/em><\/strong>\u00a0(Nr. _cod 06411.411.029f, 2010-2013), Cercet. \u015ft. coord.<\/p>\n

2007<\/strong><\/p>\n

Grant of the Consejeri a de Innovacion Ciencia y Empresa de la Junta de Andalucia (University of Seville, Seville, Spain: November 2007 – January 2008), Visiting Research.<\/p>\n

2006<\/strong><\/p>\n

DAAD grant (November – December 2006: Paderborn, Germany), Personal grant.<\/p>\n

2003<\/strong><\/p>\n

Grant of European Commission (Marie Curie 6th Program, May 2003 – October 2004), Visiting Researcher.<\/p>\n

2002<\/strong><\/p>\n

NATO-CNR grant\u00a0(September 2002 – February 2003, ITALY),\u00a0<\/em>Personal grant.<\/p>\n

2001<\/strong><\/p>\n

Grant of Scientific Committee of Government of Republic of Moldova, Coordinator\u00a0(2001-2002).<\/em><\/p>\n

Grant CRDF&MRDA\u00a0(grant No.MM1-3016, September 2001 – February 2003)<\/em>, Principal Investigator.<\/p>\n

2000<\/strong><\/p>\n

Travel grant of Soros International Scientific Foundation\u00a0(May 2000)<\/em>, Personal grant.<\/p>\n

DAAD-grant\u00a0(September, 01 – November, 30, Frankfurt am Main, Bremen, Merseburg, GERMANY)<\/em>, Personal grant.<\/p>\n

1999<\/strong><\/p>\n

DFG-grant\u00a0(September, 15 – October, 15, Frankfurt am Main, GERMANY)<\/em>, Visiting Researcher.<\/p>\n

1998<\/strong><\/p>\n

RIP Research grant\u00a0(March, 01 – March, 14, Oberwolfach, GERMANY)<\/em>, with Profs. P.E.Kloeden (University of Frankfurt, GERMANY) and B.Schmalfuss (University of Merseburg, GERMANY).<\/p>\n

1993<\/strong><\/p>\n

Grant of Soros International Scientific Foundation.<\/p>\n

 <\/p>\n

 <\/p>\n

Scientific conferences<\/strong><\/p>\n

2022<\/strong><\/p>\n

58. David Cheban,\u00a0One-dimensional Monotone Non-autonomous Dynamical\u00a0Systems and Strange Nonchaotic Attractors.\u00a0Book of abstracts: International Scientific\u00a0Conference “Algebraic and Geometric Methods of Analysis”, May
\n24-27, 2022, Odesa, Ukraine, pp.5-6.<\/p>\n

57. David Cheban,\u00a0Averaging Principle on Semi-axis for Semi-linear\u00a0Differential Equations.\u00a0Book of Absracts: The 29th Conference on Applied and Industrial Mathematics (CAIM 2022), Dedicated to the memory of Academician Mitrofan M.
\nChoban. Chisinau, Republic of Moldova, August 25-27, 2022.\u00a0Tiraspol State University, pp.52-55.<\/p>\n

 <\/p>\n

2021<\/strong><\/p>\n

56. David Cheban,\u00a0On the structure of Levinson center of monotone almost periodic\u00a0systems.\u00a0International Virtual Conference “Mathematics & Information Technologies: Research and Education
\n(MITRE-2021)”,\u00a0Chisinau, Republic of Moldova, July 01-03,\u00a02021. http:\/\/cecmi.usm.md\/MITRE\/, dedicated to the 75th
\nanniversary of Moldova State University, pp.22-23.<\/p>\n

55. David Cheban,\u00a0Almost periodic solutions and compact global attractors of equations modelling growth\u00a0processes and gonorrhea epidemics.\u00a0Book of Abstracts.\u00a013th International ISAAC Congress, August 2\u2013August 6 2021, Ghent University,
\nGhent, Belgium, 2021, pp.19-20.<\/p>\n

54.\u00a0David Cheban,\u00a0On the structure of the Levinson center for monotone dissipative\u00a0non-autonomous dynamical systems.
\nProceedings of the International Scientific Conference “Dynamical Systems:\u00a0Stability, Control, Optimization” (DSSCO\u201921) in memory of\u00a0Professor R.F. Gabasov. October 5-10, 2021, Minsk, Belarussian\u00a0State University, 2021, pp.11-13.<\/p>\n

2020<\/strong><\/p>\n

53. David Cheban, Perron-Frobenius Dynamics for Markov Chains. International Symposium \u201dActual Problems of Mathematics and Informatis\u201d dedicated to the 90th Bithday of Professor Ion Valut\u00b8a November 27-28, 2020, TUM, Chisinau, Republic of Moldova.<\/p>\n

52. David N. Cheban, Monotone Nonautonomous Differential Equations with the First Integral. Proceeding of the International Scientific Conference “Modern problems of Differential Equations and their Application” dedicated to the 100th\u00a0\u00a0 anniversary\u00a0\u00a0 of S.D. Eidelman birthday. Chernivtsi, Ukraine September 16\u201319, 2020, pp.17-18.<\/p>\n

2019<\/strong><\/p>\n

51. Cheban D. N., Levitan Almost Periodic Solutions for Linear Differential Equations Abstracts of the International Conference “Mathematics and Information Technologies: Research and Education (MITRE-2019)”, Chisinau, Republic of Moldova, June 24-25, 2019. http:\/\/cecmi.usm.md\/MITRE\/. Satelite Conference of the Ninth Congress of Romanian Mathematicians., 2019, pp.20-21.<\/p>\n

50. David Cheban, Levitan Almost Periodic Solutions for Linear Partial Differential Equations. The Fifth Conference of the Mathematical Society of the Republic of Moldova: IMCS-55.Chisinau, Republic of Moldova, September 28– October 1, 2019, pp.36-39.<\/p>\n

2017<\/strong><\/p>\n

49. Cheban D. N.,\u00a0 Linear Stochastic Differential Equations and Nonautonomous Dynamical Systems. Proceedings CMSM4, The Fourth Conference of Mathematical Society of the Republic of Moldova: dedicated to the centenary of Vladimir Andrunachievici (1917-1997). June 28 \u2013 July 2, Chisinau 2017, pp.255-258.<\/p>\n

2016<\/strong><\/p>\n

48. Cheban D. N., Levitan\/Bohr Almost Periodic and Almost Automorphic Solutions of the Scalar Differential Equations. Mathematics & Information Technologies: Research and Education (MITRE-2016),\u00a0 Chisinau, Republic of Moldova, June 23-26, 2016, pp.18-19.<\/p>\n

47. Cheban D. N., Mammana C. and Michetti E., The Structure of Global Attractors for Non-Autonomous Perturbations of Discrete Gradient-Like Dynamical Systems.\u00a0 Patterns of Dynamics: Conference in Honor of Bernold Fiedler, Berlin July 25–29, 2016. Book of Abstracts and Program, p.28.<\/p>\n

2015<\/strong><\/p>\n

46. Cheban D. N., The Structure of Global Attractors for Non-Autonomous Gradient-Like Dynamical Systems. International conferences “Mathematics & Information Technologies: Research and Education (MITRE-2015). Abstracts, Chisinau, July 2-4, 2015, p.21-22.<\/p>\n

45. Cheban D. N. and Kalitine B. S., On the stability of gradient-like systems. International mathematical conference\u00a0 “Sixth Bogdanov reads on ordinary differential equations”, December 7-10, 2015.\u00a0 Abstracts of conference, Vol.1, Minsk, 2015, pp.90-92.<\/p>\n

2014<\/strong><\/p>\n

44. Cheban D. N., Birkhoff’s center of compact dissipative dynamical ystem. The Third Conference of Mathematical Society of the republic of Moldova, 19-23 August, 2014, Chisinau, Moldova. Proceedings IMCS-50. Chisinau, Inst. Math Comp. Science, Academy of Sciences of Moldova, 2014. p.239-242.<\/p>\n

2013<\/strong><\/p>\n

43.\u00a0 Cheban D. N., Belitskii–Lyubich Conjecture for C-Analytic Dynamical Systems. Abstracts of the international conferences. Mathematics & Information Technologies: Research and Education (MITRE-2013). August 18-22, 2013, Chisinau (Republic of Moldova), pp.28-29.<\/p>\n

2012<\/strong><\/p>\n

42. Cheban D. N., Markus-Sell’s Theorem for Nonautonomous Dynamical Systems. Abstracts of the 20-th Conference on Applied and Industrial Mathematics Dedicated to Academician Mitrofan M. Ciobanu. Chisinau, August 22-25, 2012, p. 63.<\/p>\n

41. Cheban D. N. and Mammana C., Markus-Sell’s Theorem for Infinite Dimensional Asymptotically Almost Periodic Systems. Abstracts of the 9-th AIMS International Conference on “Dynamical Systems, Differential Equations and Applications”. July 1-5, 2012 Hyatt Regency Grand Cypress (Orlando, Florida, USA), pp. 246.<\/p>\n

40. Cheban D. N. and Mammana C., Chaotic Attractors of Control Systems. Book of abstracts Chaos 2012: 5-th\u00a0 Chaotic Modeling and Simulation International Conference. Editor Christos H. Skiadis. 12-15 June 2012 (Athene, Greece), pp. 29.<\/p>\n

2011<\/strong><\/p>\n

39. Cheban D. N., G. Sell’s conjecture for non-autonomous dynamical systems. Abstracts of international conferences. Mathematics & Information Technologies: Research and Education (MITRE-2011). Dedicated to the 65th\u00a0 aniversary of the Moldova State University. August 22-25, 2011, Chisinau (Republic of Moldova).<\/p>\n

38. Cheban D. N., Sell’s conjecture for non-autonomous dynamical systems. One-day Workshop on non-autonomous dynamical systems, November 23th, 2011 (Seville, Spain).<\/p>\n

2010<\/strong><\/p>\n

37. Cheban D. N., Favard\u2019s theory.One-day Workshop on deterministic and stochastic dynamical systems, March 16th, 2010 (Seville, Spain).<\/p>\n

2006<\/strong><\/p>\n

36. D. Cheban. Markus-Yamabe Conjecture.\u00a0The 14-th Conference of Applied and Industrial Mathematics (August 17-19, 2006, MOLDOVA).<\/em><\/p>\n

35. D. Cheban and C. Mammana. Global Attractors and Almost Periodic Solutions of V-Monotone Non-Autonomous Dynamical Systems.\u00a0International Congress of Mathematicians (August 22-30, 2006, SPAIN<\/em>, Madrid).<\/em><\/p>\n

34. D. Cheban, C. Mammana and E. Michetti. Global Attractors of Non-Autonomous Difference Equations.\u00a06th AIMS International Conference on Dynamical Systems and Differential Equations, June 25-28, 2006, Poitiers, FRANCE.<\/em><\/p>\n

2005<\/strong><\/p>\n

33. D. Cheban and C. Mammana. Almost Periodic Solutions of Non-Autonomous Beverton-Holt Difference Equations.\u00a02005 WSEAS International Conference on Dynamical Systems and Control, Venice, Italy, November 2-4, 2005.<\/em><\/p>\n

32. D. Cheban and C. Mammana. Continuous Dependence of Attractors on Parameters of Non-Autonomous Dynamical Systems and Infinite Iterated Functions Systems.\u00a0International Conference on Non-autonomous and Stochastic Dynamical Systems, Sep 27 – Oct 1, 2005 Sevilla (SPAIN).<\/em><\/p>\n

31. D. Cheban and C. Mammana. Invariant Manifolds and Almost Automorphic Solutions of Second-Order Monotone Equations.\u00a0EQUADIFF 11: International conference on differential equations, Czecho-Slovak series. Comenius University, Bratislava, SLOVAKIA, July 25 – 29, 2005.<\/em><\/p>\n

2004<\/strong><\/p>\n

30. D. Cheban and C. Mammana. Global Compact Chaotic Attractors of Discrete Control Systems.\u00a0International Conference \u00e2\u20ac\u0153Differential Equations and Related Topics\u00e2\u20ac\u009d dedicated to I.G. Petrovskii (May 16-22, Moscow, RUSSIA).<\/em><\/p>\n

29. D. Cheban and C. Mammana. Absolute Asymptotic Stability of Discrete Linear Inclusions in Banach Spaces.\u00a0First Joint Canada-France meeting of the Mathematical Sciences (July 12-15, Toulouse, FRANCE).<\/em><\/p>\n

28. D. Cheban and C. Mammana. Relation Between Different Types of Stability of Linear Non-Autonomous Dynamical Systems (plenary talk).\u00a0International Conference: 2004 \u00e2\u20ac\u201c Dynamical Systems and Applications (July 5-10, Antalya \u00e2\u20ac\u201c Pamukkale (Hierapolis), TURKEY).<\/em>
\n2003<\/strong><\/p>\n

27. D. Cheban. Almost Periodic Solutions of Monotone Almost Periodic Equations.\u00a0International Conference on Differential Equations (July 22-26, Hasselt, BELGIUM). Equadiff 2003, p.25.<\/em><\/p>\n

26. D. Cheban and C. Mammana. Invariant manifolds, Global Attractors and Almost Periodic Solutions of Non-autonomous Difference Equations. International Conference on Differential Equations (July 22-26, Hasselt, BELGIUM).\u00a0Equadiff 2003, p.25.<\/em><\/p>\n

25. D. Cheban, Nonautonomous Holomorphic Dynamics (invited speaker).\u00a0International Workshop (September 29 —\u00a0 October 3, Friedrichsdorf, GERMANY).<\/em><\/p>\n

24. D. Cheban, J. Duan and A. Gherco. Heteroclinic Solutions of Multi-dimensional Differential Equations.\u00a0Workshop on Qualitative Research of the Differential Equations dedicated to the 75th birthday of Academician Constantin Sibirsky (February 14 — 15, Chisinau, MOLDOVA)<\/em><\/p>\n

2001<\/strong><\/p>\n

23. D. Cheban. An Analog of Cameron-Johnson Theorem for the Linear C-analytic Equations in Hilbert Space.\u00a0Proceedings of the International Conference on “Differential Equations and Related Topics” dedicated to the Centenary Anniversary of Ivan G. Petrovskii (May 22-27, Moscow, RUSSIA), pp.86-87.<\/em><\/p>\n

22. D. Cheban. Global Pullback Atttactors of C-Analytic Nonautonomous Dynamical Systems.\u00a0First conference of the Mathematical Society of Republic of Moldova (August 16 – 18, Chisinau, MOLDOVA), p.25.<\/em><\/p>\n

2000<\/strong><\/p>\n

21. D. Cheban. Global Attractors of Quasihomogeneous Nonautonomous Dynamical Systems.\u00a0Proceedings of the International Conference on Dynamical Systems and Differential Equations (May 18-21, Kennesaw, GA, USA). Discrete and Continuous Dynamical Systems, 2001, Added Volume, pp.96-101.<\/em><\/p>\n

1999<\/strong><\/p>\n

20. D. Cheban, P. Kloeden and B. Schmalfuss. Pullbac Attractors Under Discretization.\u00a0Proceedings of\u00a0<\/em>EQUADIFF99 (1999, Berlin, GERMANY)<\/em><\/a>, vol.2, (edited by B. Fiedler, K. Groger and J. Sprekels). World Scientific 2000, pp.1024-1029.<\/em><\/p>\n

1995<\/strong><\/p>\n

19. D. Cheban. On the Structure of the Compact Asymptotically Stable Sets of the C-analytic Almost Periodic Systems.\u00a0Abstract of speech at Scientific Conference of Moldavian State University (Chisinau, MOLDOVA).<\/em><\/p>\n

1992<\/strong><\/p>\n

18. D. Cheban and D. Fakeeh. Disperse Dissipative Dynamical Systems.\u00a0Abstracts 8th Intern. Conf. Equa. Diff. – 92.(1992, Samarkand, UZBEKISTAN), p. 115.<\/em><\/p>\n

17. D. Cheban. Globally Uniform Asymptotic Stability of the Solutions of Nonautonomous Systems.\u00a0Abstract of speech at the Republican Scientifically-methodical Conference (Odessa, Ukraine), V. 1, p. 23.<\/em><\/p>\n

1991<\/strong><\/p>\n

16. D. Cheban and D. Fakeeh. Discontinuous Dissipative Dynamical Systems.\u00a0Collection “Discontinuous Dynamical Systems”, abstract of speech at the Scientific School Seminar (17-20 September, Uzhgorod, Ukraine), p.69.<\/em><\/p>\n

1990<\/strong><\/p>\n

15. D. Cheban. Homoclinical Trajectories of Nonautonomous Systems.\u00a0Abstract of the speech at the 2nd All-Union Conference “Nonlinear Oscillations of Mechanical Systems”, (Gorky, RUSSIA), p.138.<\/em><\/p>\n

1989<\/strong><\/p>\n

14. D. Cheban. On One J.Hale’s Problem.\u00a0Abstract of speech at the 7th All-Union Conference of the Qualitative Theory of Differential Equations. (Riga, USSR), p.227.<\/em><\/p>\n

1987<\/strong><\/p>\n

13. D. Cheban and B. Shcherbakov. Barbashin-Krasovsky Theorem for Nonautonomous Dynamical Systems.\u00a0Abstract of the speech at the 5th All-Union Chetaev Conference “Analytic Mechanics, Stability, and the Motion Control” (Kazan, USSR), p.106.<\/em><\/p>\n

1986<\/strong><\/p>\n

11. D. Cheban. Nonautonomous Dynamical Systems. Lyapunov Functions’ Method.\u00a0Abstract of speech at the 6th All-Union Conference of the Qualitative Theory of Differential Equations (Irkutsk, USSR), p.197-198.<\/em><\/p>\n

10. D. Cheban. On Nonautonomous Dissipative Dynamical Systems.\u00a0Uspekhi matematicheskikh nauk, v. 41, N4 (250), p.169. Abstract of the talk at the International conference \u201cDifferential Equations and Applications\u201d\u009d (Moscow State University, Moscow, USSR)<\/em><\/p>\n

1985<\/strong><\/p>\n

9. D. Cheban. C-analytic Dissipative Dynamical Systems.\u00a0Abstracts of the III International Conference of Differential Equations and Applications (Roosse, BULGARIA), p.141.<\/em><\/p>\n

1983<\/strong><\/p>\n

8. D. Cheban. Dissipative Dynamical Systems.\u00a0Abstract of the speech at the 2nd Scientific Conference on Difference Equations (University of Sciences and Technology (USTHB), Alger, ALGERIE), p.40-41.<\/em><\/p>\n

1982<\/strong><\/p>\n

7. D. Cheban and V. Amelkin. Bounded Solutions and Periodic Oscillations of Differential Systems.\u00a0Differential Equations and Theory of Operators (Chisinau, USSR), “Shtiintsa”, p.3-9.<\/em><\/p>\n

1979<\/strong><\/p>\n

6. D. Cheban and B. Shcherbakov. Asymptotically Almost Periodic Solutions of Linear and Quasi-linear Differential Equations.\u00a0Speech Theses at the All-Union Conference of Asymptotic Methods in the Theory of Singularly-perturbed Equations (Alma-Ata, USSR), part 1, p.164-165.<\/em><\/p>\n

5. D. Cheban. Linear Differential Equations Satisfy the Condition of Favard.\u00a0Abstract of the speech at the 5th All-Union Conference of the Qualitative Theory of Differential Equations (Chisinau, USSR), p.181-182.<\/em><\/p>\n

4. D. Cheban and I. Cheban. Anti Almost Periodic Solutions of Differential Equations.\u00a0Abstract of the speech at the 5th All-Union Conference of the Qualitative Theory of Differential Equations (Chisinau, USSR), p.182-183.<\/em><\/p>\n

1978<\/strong><\/p>\n

3. D. Cheban and V. Amelkin. Periodic Solutions of Differentially-operational Equations.\u00a0Abstract of the speech at the 4th All-Union School of the Theory of Operators in Functional Spaces (Minsk, USSR), p.9-10.<\/em><\/p>\n

1976<\/strong><\/p>\n

2. D. Cheban and B. Shcherbakov. Poisson Asymptotically Stable Motions of Dynamical Systems.\u00a0Abstract of the speech at the 4th All-Union Conference on the Qualitative Theory of Differential Equations (Ryazan, USSR), p. 173.<\/em><\/p>\n

1973<\/strong><\/p>\n

1. D. Cheban. On the Asymptotic Behavior of Solutions of Differential Equations.\u00a0Abstract of the speech at the 3rd All-Union Conference on the Qualitative Theory of Differential Equations (Samarkand, USSR), p.216.<\/em><\/p>\n

 <\/p>\n

Referee’s activity<\/a><\/p>\n

Referee for:<\/strong><\/p>\n

Abstract and Applied Analysis (Int., USA (Hidawi))<\/a><\/p>\n

Acta Mathematicae Applicatae Sinica (China)<\/a><\/p>\n

Advances in Difference Equations (Int., USA (Hidawi))<\/a><\/p>\n

Annali di Matematica Pura ed Applicata (Italy, Florence)<\/a><\/p>\n

Applicable Analysis (Int. England)<\/a><\/p>\n

Applied Mathematical Modeling<\/a><\/p>\n

Applied Mathematics and Computation (Int. USA)<\/a><\/p>\n

Applied Mathematics Letters (Int. USA)<\/a><\/p>\n

Asymptotic Analysis<\/a><\/p>\n

Boundary Value Problems (Int. USA)<\/a><\/p>\n

Buletinul Academiei de Stiinte a Republicii Moldova. Matematica (Republic of Moldova, Chisinau)<\/a><\/p>\n

Central European Journal of Mathematics (Int. Germany)<\/a><\/p>\n

Chaos, Solutions\u00a0 & Fractals (Elsevier)<\/a><\/p>\n

Discrete Dynamics in Nature and Society<\/a><\/p>\n

Discrete and Continuous Dynamical Systems: Series A, B and S (Int. USA)<\/a><\/p>\n

Dynamical Systems: An international Journal. (Int., UK)<\/a><\/p>\n

Electronical Journal of Differential Equations (Int. USA)<\/a><\/p>\n

Electronic Journal of Qualitative Theory of Differential Equations (Intern. Journal, Hungary)<\/a><\/p>\n

Indian Journal of Pure and Applied Mathematics (India, New Delhi)<\/a><\/p>\n

Integral Equations and Operator Theory<\/a><\/p>\n

Journal of Differential Equations (Int. USA)<\/a><\/p>\n

Journal of Difference Equations and Applications (Int.<\/a>England)<\/a><\/p>\n

Journal of Integral Equations and Applications (Int. USA)<\/a><\/p>\n

Journal of Mathematical Analysis and Applications: Series A and B (Int, USA)<\/a><\/p>\n

Lecture Notes in Mathematics (Int. Germany, Springer)<\/a><\/p>\n

Mathematical and Computer Modeling (Int. USA)<\/a><\/p>\n

Mathematische Nachrichten (Int. (WILEY-VCH))<\/a><\/p>\n

Nonautonomous Dynamical Systems<\/a><\/p>\n

Nonlinear Analysis: Theory, Methods and Applications (Int. USA, Elsevier)<\/a><\/p>\n

Nonlinear Analysis:\u00a0 Real World Applications\u00a0 (Int. USA, Elsevier)<\/a><\/p>\n

Nonlinear Analysis: Hybrid Systems (Int. USA, Elsevier)<\/a><\/p>\n

Result in Mathematics(Int. Switzerland)<\/a><\/p>\n

Revista Matematica Complutense (Int. Spain)<\/a><\/p>\n

SIAM: Journal of Control and Optimization (Int. USA)<\/a><\/p>\n

SIAM: Journal of Mathematical Analysis<\/a><\/p>\n

Mathematica Slovaca<\/a><\/p>\n

Stochastics and Dynamics (Int. USA)<\/a><\/p>\n

Journal of Zhejiang University Science C (Computers & Electronics)<\/a><\/p>\n

Reviewer for:<\/strong><\/p>\n

Mathematical Reviews<\/a><\/p>\n

Zentrablatt<\/a><\/p>\n

Guesteditor of:<\/strong><\/p>\n

Proceedings of International conference “2004 – Dynamical Systems and Applications” (July 05-10 2004, Antalya, Turkey)<\/a><\/p>\n

Associate Editor for:<\/strong><\/p>\n

International Journal of Mathematics and Computations<\/a><\/p>\n

Nonautonomous Dynamical Systems<\/a><\/p>\n

Studia Universitatis Moldaviae. Seria \u201cStiinte Exacte si Economice\u201d<\/em><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n

 <\/p>\n

 <\/p>\n

\"\"<\/p>\n

\n
\n
\n
\n
David Cheban<\/div>\n<\/div>\n<\/div>\n
\n
\n
Last Name<\/div>\n<\/div>\n<\/div>\n
\n
Scientific degree<\/div>\n
doctor habilitatus<\/div>\n<\/div>\n
\n
Academic title\/position<\/div>\n
professor<\/div>\n<\/div>\n
\n
Department<\/div>\n
Mathematics Department<\/div>\n<\/div>\n<\/div>\n<\/div>\n
\n
<\/div>\n
\n
\n
Education<\/div>\n
\n

Curriculum Vitae<\/strong><\/p>\n

General Information:<\/strong><\/p>\n

Full Name:<\/em>\u00a0David Nikolai\u00a0Cheban
\nDate and place of birth:<\/em>\u00a0April 25, 1952, v.\u00a0Cioc-Maidan,\u00a0Comrat\u00a0district, Republic of Moldova
\nCitizenship:<\/em>\u00a0Republic of Moldova (former USSR)
\nFamily status:<\/em>\u00a0married, two children (son – 1977 and daughter – 1982).<\/p>\n

Education:<\/strong><\/p>\n

High School (1959-1969).<\/em><\/p>\n

Ms (1969-1974):<\/em>
\nState University of Moldova,
\nFaculty of Mathematics and Cybernetics.<\/p>\n

PhD (1974-1977):<\/em>
\nState University of Moldova,
\nChair of Differential Equations<\/p>\n

Dr. of Sc. (1986-1988):<\/em>
\nState University of Moldova,
\nChair of Differential Equations<\/p>\n

Languages:<\/strong><\/p>\n

– Russian, French, Turkish\u00a0(perfect),<\/em>
\n– English, Romania, Italian\u00a0(well),<\/em><\/p>\n

Social-scientific activity:<\/strong><\/p>\n

– Member of the Special Council of Defending of Theses (Ph.D. andDr.Sc.) on the\u00a0speciality\u00a0Differential Equations (Republic of MOLDOVA), 1993-2003;
\n– Expert of the Highest Certifying Commission for Entitling of Scientific Titles and Degrees at the Government of Republic of Moldova, 1996-2000;<\/p>\n

The\u00a0scetch\u00a0of my biography is included in the\u00a0“Who’s Who in the World”<\/strong>\u00a0and\u00a0“Who’s Who in America”<\/strong>\u00a0encyclopedias.<\/p>\n

Awards:<\/strong><\/p>\n

– Gold Medal<\/strong> of Minister of education of Republic of Moldova: the best student’s scientific work (1974).<\/span><\/p>\n

–\u00a0Honorary Diploma<\/strong> Minister of Education of the Soviet Union: the\u00a0best student’s scientific work (1975).<\/span><\/p>\n

– Award<\/strong> \u201cBest Young\u00a0Scholar of the State University of Moldova\u201d (1982).<\/span><\/p>\n

–\u00a0Honorary Diploma<\/strong> of the Ministry of Education of the Republic of\u00a0Moldova (2011).<\/span><\/p>\n

– Gold medal <\/strong>of the EURO INVENT 12th\u00a0Edition \u00a0European Exhibition “EUROINVENT 2020” for the monograph: Nonautonomous Dynamics: Nonlinear Oscillations and Global Attractors. Springer Nature Switzerland AG 2020. (2020) –<\/span><\/p>\n

–\u00a0Academy of Science of Republic of Moldova: Diploma<\/strong> “Academic\u00a0Merit” (2021).<\/span><\/p>\n

– Academy of Science of Republic of\u00a0Moldova: Prize <\/strong>in mathematics and computer science “Vladimir Andrunachievich” (2021).<\/span><\/p>\n

– <\/span>President of Republic of Moldova:\u00a0Order of Honour<\/span><\/strong> for prodigious activity in the fields of education and research (2022).<\/span><\/p>\n

 <\/p>\n

 <\/p>\n

 <\/p>\n

Educational background<\/a><\/p>\n

 <\/p>\n

 <\/p>\n

High Education<\/strong>\u00a0(1969-1974) at:
\nState University of Moldova, MOLDOVA, USSR,
\nFaculty of Mathematics and Cybernetics,
\nDepartment of Mathematics,
\nChair of Differential Equations.<\/p>\n

Master’s thesis\u00a0“Asymptoticaly\u00a0Stable in the Sense of Poisson Solutions of Differential Equations”<\/strong>. Thesis Advisor – Prof.\u00a0B.Shcherbacov.<\/p>\n

First\u00a0Post Graduation<\/strong>\u00a0(1974-1977) at:
\nState University of Moldova,
\nFaculty of Mathematics and Cybernetics,
\nDepartment of Mathematics,
\nChair of Differential Equations.<\/p>\n

PhD (Candidate of Sciences in USSR) (1978) at:
\nUniversity of Belorussia, USSR.<\/p>\n

PhD thesis\u00a0“Asymptotic Stability in the Sense of Poisson of Motions of Dynamical Systems and Solutions of Differential Equations”<\/strong>(approved by the USSR Highest Certifying Commission), Thesis Advisor – Prof. B.\u00a0Shcherbacov. The official opponents: Prof. A.\u00a0Sharkovsky, PhD V.\u00a0Amelkin<\/p>\n

Courses of French language (10 months, September 1979 – June 1980):
\nHonorous\u00a0diploma of State University of Kiev, Kiev, UKRAINE.<\/p>\n

Courses of French language (1,5\u00a0months, July – August 1980):
\nUniversity of Jean Paul Valerie,\u00a0Montpillier, FRANCE.<\/p>\n

Second Post Graduation<\/strong>\u00a0(1986-1988) at:
\nState University of Moldova,
\nFaculty of Mathematics and Cybernetics,
\nDepartment of Mathematics,
\nChair of Differential Equations.<\/p>\n

Dr.Sc. (Doctor of Sciences in the USSR), 1991.
\nThesis\u00a0“Non-Autonomous Dissipative Dynamical\u00a0Systems”<\/strong>. The official opponents: Profs A.\u00a0Myshkis, E.\u00a0Grebennikov\u00a0and I.\u00a0Gaishun.
\nNational Academy of Science of Republic of Belorussia (approved by the USSR Highest Certifying Commission).<\/p>\n

 <\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n

\n
<\/div>\n
\n
\n
Professional experience<\/div>\n
\n

Academic positions:<\/strong><\/p>\n

State University of Moldova (MOLDOVA):
\n– Assistant Professor (1977 – 1982)
\n– Associated Professor (1982 – 1992)
\n– Professor (1992 – 2020)
\n– Principal Investigator (2020 \u2013 present)
\nUniversity of Sciences and Technology of Alger (ALGERIE):
\nSenior lecturer (1980 – 1983)
\n <\/p>\n

Visiting professor<\/strong><\/p>\n

2019<\/strong><\/p>\n

School of Mathematical Sciences, Dalian University of\u00a0 Technology (November\u00a0\u2013 December\u00a02019, China, Dalian).<\/p>\n

2018<\/strong><\/p>\n

School of Mathematical Sciences, Dalian University of\u00a0 Technology (March \u2013 May 2018, China, Dalian).<\/p>\n

2017<\/strong><\/p>\n

School of Mathematical Sciences, Dalian University of\u00a0 Technology (March \u2013 May 2017, China, Dalian).<\/p>\n

2016<\/strong><\/p>\n

School of Mathematical Sciences, Dalian University of\u00a0 Technology (March \u2013 May 2016, China, Dalian).<\/p>\n

Center for Mathematical Sciences, Huanzhong University of cience and Technology in \u00a0Wuhan (December 2016, China, Wuhan).<\/p>\n

2015<\/strong><\/p>\n

University of Macerata\u00a0(September \u2013\u00a0November 2015, Italy, Macerata \u2013 Prof. C. Mammana)<\/p>\n

2014<\/strong><\/p>\n

University of Sao Paulo (Sao Carlos, Brazil \u2013 Prof. A. Carvalho)<\/p>\n

University of Sevilla (Sevilla, Spain \u2013 Prof. T. Caraballo)<\/p>\n

2013<\/strong><\/p>\n

University of Granada (Granada, Spain \u2013 Prof. R. Ortega)<\/p>\n

2012<\/strong><\/p>\n

University of Macerata (Macerata, Italy \u2013 Prof. C. Mammana)<\/p>\n

University of Ancona (Ancona, Italy \u2013 Prof. E. Tomasini)<\/p>\n

2011<\/strong><\/p>\n

University of Seville (Seville, Spain \u2013 Prof. T. Caraballo)<\/p>\n

2010<\/strong><\/p>\n

University of Seville (Seville, Spain \u2013 Prof. T. Caraballo)<\/p>\n

2008<\/strong><\/p>\n

University of Limoges (Limoges, France – Prof. D. Boularas)<\/p>\n

2007<\/strong><\/p>\n

University of Seville (Seville, Spain – Prof. T. Caraballo)<\/p>\n

2006<\/strong><\/p>\n

University of Paderborn (Paderborn, Germany – Prof. B. Schmalfuss)<\/p>\n

2003-2004<\/strong><\/p>\n

University of Ancona (Ancona, ITALY \u2013 Prof. Enrico Tomasini)<\/p>\n

2002<\/strong><\/p>\n

Illinois Institute of Technology (Chicago, USA \u2013 Prof. Jinqiao Duan)<\/p>\n

University of Missouri (Columbia, USA \u2013 Profs Carmen Chiconi and Yurii Latushkin)<\/p>\n

University of Florence (Florence, ITALY \u2013 Prof. Russell Johnson)<\/p>\n

University of Macerata (Macerata, ITALY \u2013 Prof. Cristiana Mammana)<\/p>\n

2000<\/strong><\/p>\n

University of Bremen (Bremen, GERMANY \u2013 Prof. Ludwig Arnold)<\/p>\n

University of Merseburg (Merseburg, GERMANY \u2013 Prof. Bjoern Schmalfuss)<\/p>\n

University of Frankfurt (Frankfurt am Main, GERMANY \u2013 Prof. Peter Kloeden)<\/p>\n

1999<\/strong><\/p>\n

University of Merseburg (Merseburg, GERMANY \u2013 Prof. Bjoern Schmalfuss)<\/p>\n

University of Frankfurt (Frankfurt am Main, GERMANY \u2013 Prof. Peter Kloeden)<\/p>\n

1998<\/strong><\/p>\n

Institute of Mathematics of Oberwolfach (Oberwolfach, GERMANY \u2013 Profs Peter Kloeden and Bjoern Schmalfuss)<\/p>\n

1997<\/strong><\/p>\n

University of Merseburg (Merseburg, GERMANY \u2013 Prof. Bjoern Schmalfuss)
\n1984<\/strong><\/p>\n

Moscow State University of M.V.Lomonosov (Moscow, RUSSIA – Prof. V. Millionshchikov)<\/p>\n

1976<\/strong><\/p>\n

Moscow State University of M.V.Lomonosov (Moscow, RUSSIA – Profs.\u00a0B. Demidovich and V. Millionshchikov)<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n

\n
<\/div>\n
\n
\n
Didactic activity<\/div>\n
\n

Teaching experience:<\/strong><\/p>\n

more than 40 years of courses in the next disciplines:
\n– ordinary differential equations,
\n– partial differential equations,
\n– calculus,
\n– general mathematics (for non-mathematical faculties),<\/p>\n

and the following special\u00a0courses\u00a0for graduate and post-graduate students:
\n– autonomous dynamical systems,
\n– non-autonomous dynamical systems,
\n– linear differential equations in the\u00a0Banach\u00a0spaces,
\n– dissipative dynamical systems,
\n– global attractors of dynamical systems,
\n– asymptotic methods in the theory of differential equations,
\n– almost periodic functions and differential equations,
\n– differential equations and non-standard\u00a0analysis,
\n– distributions and their\u00a0applications\u00a0to differential equations,
\n– theory of stability of dynamical systems.<\/p>\n

Manuals for students:<\/strong><\/p>\n

1. The Ordinary Differential Equations. Problem Solver.\u00a0Chisinau, USM, 2001, p.408 (in Russian).
\n2.\u00a0Probleme\u00a0de\u00a0ecuatii\u00a0diferentiale\u00a0(with A.\u00a0Suba).\u00a0Press of the State University of Moldova, Chisinau, MOLDOVA, 2001, p.250. (in Romanian).<\/em>
\n3. Integral equations. Teaching-methodical manual at the section “Differential and integral equations” of the course of high mathematics for\u00a0students of the Faculty of Physics.\u00a0State University of Moldova, Chisinau, MOLDOVA, 1990.<\/em>
\n4. High Mathematics (brief handbook).\u00a0“Evrika”,\u00a0Chisinau, MOLDOVA, 1997 (in Russian and Romanian).<\/em><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n

\n
<\/div>\n
\n
\n
Scientific activity<\/div>\n
\n

Supervision of graduate students:<\/span><\/strong><\/p>\n

 <\/p>\n

PhD theses in the former USSR (three theses):<\/strong><\/p>\n

1. I.\u00a0Dontvi. Bounded, Almost Periodic and Asymptotically Almost Periodic Solutions of Linear Differential Equations with Generalized Perturbations.\u00a0PhD thesis, Odessa, UKRAINE, USSR, 1988.<\/em>
\n2. V.\u00a0Gutu. Bounded and Periodic Solutions of Differential Equations with Impulse.\u00a0PhD thesis, Odessa, UKRAINE, USSR, 1989.<\/em>
\n3. D.\u00a0Fakeeh. Dissipative Dynamical Systems Without Uniqueness.\u00a0PhD thesis, Minsk, BELORUSSIA, 1992. <\/em><\/p>\n

 <\/p>\n

Magister Theses in Algeria (three theses):<\/span><\/strong><\/p>\n

1. I.\u00a0Aiffa. Solutions\u00a0Periodiques, Presque-Periodiques\u00a0et Stable au Sense de Poisson, des Equations\u00a0Lineaires\u00a0Integrales\u00a0de\u00a0Volterra.\u00a0These de Magister, Alger, ALGERIE, 1983.<\/em>
\n2. K.\u00a0Belkacemi. Solutions\u00a0Asymptotiquement\u00a0Presque-Periodiques\u00a0des Equations\u00a0Differentielles.\u00a0These de Magister, Alger, ALGERIE, 1983.<\/em>
\n3. N.\u00a0Hassani. Systems\u00a0Dynamiques\u00a0Non-autonomes\u00a0Contractants\u00a0et\u00a0Leurs\u00a0Applications.\u00a0These de Magister, Alger, ALGERIE, 1983.<\/em><\/p>\n

\u00a0<\/strong><\/p>\n

Master theses:<\/span><\/strong><\/p>\n

2013\u00a0T.Dragancea<\/p>\n

2009. I.\u00a0Razloga<\/p>\n

2008.\u00a0Obruci\u00a0N.,\u00a0Sirbu\u00a0M. and\u00a0Zaharia\u00a0P.<\/p>\n

2007. I.\u00a0Nalivan
\n2002 – S.\u00a0Iovchev
\n2001 – A.\u00a0Calina
\n2000 – D.\u00a0Melniciuc, A.\u00a0Smetanin
\n1999 – N.\u00a0Martynova
\n1998 – O.\u00a0Caterenchiuc, N.\u00a0Tarlazhanu\u00a0(Masleak), I.\u00a0Masleac
\n1996 – I.\u00a0Patsiuk
\n1994 – V.\u00a0Topalov
\n1993 – N.\u00a0Akbash<\/p>\n

1992 \u2013\u00a0Prutyan\u00a0V. S.
\n1990 – T.\u00a0Ermakova
\n1989 – S.\u00a0Gavrilitsa
\n1988 – G.\u00a0Tichonova
\n1986 – R.\u00a0Bozhescu
\n1980 – A.\u00a0Baier\u00a0(Germany, DDR)
\n1979 – A.\u00a0Shipkov, V.\u00a0Kolomiets<\/p>\n

 <\/p>\n

International scientific collaboration: <\/span><\/strong><\/p>\n

 <\/p>\n

I have been collaborating for many years with representatives of scientific schools in Russia, Ukraine, Belarus, Germany, USA.I have also established close collaborative links with scholars from Spain, Italy and France dealing with non-autonomous dynamical systems and their applications. More effective links and joint publications I have with U.S. scholars (Prof. J. Duan-Illinois Institute of Technology), Germany (Prof. P. E. Kloeden-University of Frankfurt, Prof. B. Schmalfuss-University of Padernborn), Italy (Prof. C. Mamman and Dr. E. Michetti-University of Macerata), Spain (Prof. T. Caraballo – University of Seville), France (Prof. Boularas Driss – University of Limoges) and China (Prof. Zhenxin Liu — Technological University of Dalian).<\/span><\/p>\n

 <\/p>\n

Domains of scientific interest:<\/strong><\/p>\n

 <\/p>\n

Non-autonomous dynamic systems and their applications; <\/span><\/p>\n

Global attractors of dynamical systems; <\/span><\/p>\n

Dispersed dynamic systems; <\/span><\/p>\n

Global attractors and the stability theory of non-autonomous systems; <\/span><\/p>\n

Qualitative theory of differential equations;<\/span><\/p>\n

Differential and difference inclusions; <\/span><\/p>\n

Functional differential equations; <\/span><\/p>\n

Partial differential equations<\/span>.<\/p>\n

 <\/p>\n

 <\/p>\n

Publications<\/strong><\/p>\n

 <\/p>\n

199<\/strong> scientific works, including 10<\/strong>\u00a0monographs:<\/p>\n

 <\/p>\n

Monographs:<\/strong><\/p>\n

1. David N. Cheban,\u00a0Nonautonomous Dynamics: Nonlinear Oscillations and
\nGlobal Attractors.\u00a0Springer Nature Switzerland AG 2020,\u00a0xxii+ 434 pp.<\/p>\n

2. David N. Cheban, Global Attractors of Nonautonomous Dynamical and Control Systems. 2nd Edition. Interdisciplinary Mathematical Sciences, vol.18, River Edge, NJ: World Scientific, 2015, xxv+589 pp.<\/p>\n

3.\u00a0 David N. Cheban, Lyapunov Stability of Non-Autonomous Dynamical Systems. Nova Science Publishers Inc, New York, 2013, xii+275pp.<\/p>\n

4.\u00a0\u00a0D. N.,\u00a0Global Attractors of Set-Valued Dynamical and Control Systems<\/em>. Nova Science Publishers Inc, New York, 2010, pp.307. (https:\/\/www.novapublishers.com\/catalog\/product_info.php?products_id=12515<\/a>)<\/p>\n

5.\u00a0Cheban D. N.,\u00a0Asymptotically Almost Periodic Solutions of Differential Equations<\/em>.\u00a0Hindawi Publishing Corporation, New York, 2009, 220 pp. (http:\/\/www.hindawi.com\/books.html<\/a>\u00a0)<\/p>\n

6.\u00a0Cheban D. N.\u00a0Global Attractors of Nonautonomous Dissipative Dynamical Systems<\/em>.\u00a0Interdisciplinary Mathematical Sciences 1. River Edge, New Jercey: World Scientific, 2004, 528 pp.\u00a0(http:\/\/www.worldscibooks.com\/mathematics\/5643.html<\/a>\u00a0)<\/p>\n

7.\u00a0\u0427\u0435\u0431\u0430\u043d \u0414. \u041d.,\u00a0\u0413\u043b\u043e\u0431\u0430\u043b\u044c\u043d\u044b\u0435 \u0430\u0442\u0442\u0440\u0430\u043a\u0442\u043e\u0440\u044b \u043d\u0435\u0430\u0432\u0442\u043e\u043d\u043e\u043c\u043d\u044b\u0445 \u0434\u0438\u043d\u0430\u043c\u0438\u0447\u0435\u0441\u043a\u0438\u0445 \u0441\u0438\u0441\u0442\u0435\u043c<\/em>. \u0418\u0437\u0434\u0430\u0442\u0435\u043b\u044c\u0441\u043a\u0438\u0439 \u0426\u0435\u043d\u0442\u0440 \u041c\u043e\u043b\u0434\u0430\u0432\u0441\u043a\u043e\u0433\u043e \u0413\u043e\u0441\u0443\u043d\u0438\u0432\u0435\u0440\u0441\u0438\u0442\u0435\u0442\u0430.\u00a0Chi\u015fin\u0103u, 2002, 386 \u0441\u0442\u0440.<\/p>\n

8.\u00a0\u00a0\u0427\u0435\u0431\u0430\u043d \u0414. \u041d.,\u00a0\u0410\u0441\u0438\u043c\u043f\u0442\u043e\u0442\u0438\u0447\u0435\u0441\u043a\u0438 \u043f\u043e\u0447\u0442\u0438 \u043f\u0435\u0440\u0438\u043e\u0434\u0438\u0447\u0435\u0441\u043a\u0438\u0435 \u0440\u0435\u0448\u0435\u043d\u0438\u044f \u0434\u0438\u0444\u0444\u0435\u0440\u0435\u043d\u0446\u0438\u0430\u043b\u044c\u043d\u044b\u0445 \u0443\u0440\u0430\u0432\u043d\u0435\u043d\u0438\u0439<\/em>. \u0418\u0437\u0434\u0430\u0442\u0435\u043b\u044c\u0441\u043a\u0438\u0439 \u0426\u0435\u043d\u0442\u0440 \u041c\u043e\u043b\u0434\u0430\u0432\u0441\u043a\u043e\u0433\u043e \u0413\u043e\u0441\u0443\u043d\u0438\u0432\u0435\u0440\u0441\u0438\u0442\u0435\u0442\u0430.\u00a0Chi\u015fin\u0103u, 2002, 226 \u0441\u0442\u0440.<\/p>\n

9.\u00a0\u0427\u0435\u0431\u0430\u043d \u0414. \u041d., \u0424\u0430\u043a\u0438\u0445 \u0414. \u0421.\u00a0\u0413\u043b\u043e\u0431\u0430\u043b\u044c\u043d\u044b\u0435 \u0430\u0442\u0442\u0440\u0430\u043a\u0442\u043e\u0440\u044b \u0434\u0438\u0441\u043f\u0435\u0440\u0441\u043d\u044b\u0445 \u0434\u0438\u043d\u0430\u043c\u0438\u0447\u0435\u0441\u043a\u0438\u0445 \u0441\u0438\u0441\u0442\u0435\u043c<\/em>. \u201cSigma\u201d,\u00a0Chi\u015fin\u0103u, 1994, 167 \u0441\u0442\u0440.<\/p>\n

10.\u00a0\u0427\u0435\u0431\u0430\u043d \u0414. \u041d.\u00a0\u0422\u0435\u043e\u0440\u0438\u044f \u043b\u0438\u043d\u0435\u0439\u043d\u044b\u0445 \u0434\u0438\u0444\u0444\u0435\u0440\u0435\u043d\u0446\u0438\u0430\u043b\u044c\u043d\u044b\u0445 \u0443\u0440\u0430\u0432\u043d\u0435\u043d\u0438\u0439. \u0418\u0437\u0431\u0440\u0430\u043d\u043d\u044b\u0435 \u0433\u043b\u0430\u0432\u044b<\/em>.\u00a0\u041a\u0438\u0448\u0438\u043d\u0435\u0432, \u0428\u0442\u0438\u0438\u043d\u0446\u0430, 1980, 111 \u0441\u0442\u0440.
\n <\/p>\n

Recent publications:<\/strong><\/p>\n

 <\/p>\n

2022<\/strong><\/p>\n

18. David Cheban,\u00a0Bohr\/Levitan Almost Periodic and Almost Automorphic Solutions of
\nMonotone Difference Equations with a Strict Monotone First\u00a0Integral.\u00a0Journal of Difference Equations and Applications,\u00a0Vol.28, No.4, 2022, pp.510-546.<\/p>\n

17. David Cheban,\u00a0One-dimensional Monotone Non-autonomous Dynamical
\nSystems and Strange Nonchaotic Attractors.\u00a0Book of abstracts: International Scientific
\nConference “Algebraic and Geometric Methods of Analysis”.\u00a0May\u00a024-27, 2022, Odesa, Ukraine, pp.5-6.<\/p>\n

16. David Cheban,\u00a0Different Types of Compact Global Attractors for Cocycles
\nwith a Noncompact Phase Space of Driving System and the\u00a0Relationship Between Them.\u00a0 Buletinul Academiei de Stiinte a\u00a0Republicii Moldova.\u00a0Matematica, No.1 (98), 2022., pp.35-55.<\/p>\n

15. David Cheban,\u00a0Averaging Principle on Semi-axis for Semi-linear
\nDifferential Equations.\u00a0Book of Absracts: The 29th Conference on Applied and Industrial Mathematics (CAIM 2022), Dedicated to the memory of Academician Mitrofan M.\u00a0Choban. Chisinau, Republic of Moldova, August 25-27, 2022.
\nTiraspol State University, pp.52-55.<\/p>\n

14. David Cheban,\u00a0On the structure of te Levinson center for monotone\u00a0non-autonomous dynamical systems with a first integral.Carpatian Journal of Matematics,\u00a0Vol.38, No.1, 2022,\u00a0pp.67-94.<\/p>\n

2021<\/strong><\/p>\n

13. David Cheban and Zhenxin Liu,\u00a0Weak Averaging Principle on Infinite Interval for Stochastic Ordinary Differential
\nEquations.\u00a0Electronic Research Archive (ERA),\u00a0Vol.29, No.4, 2021, pp.2791-2817.<\/p>\n

12. David Cheban,\u00a0On the structure of the Levinson center for monotone dissipative\u00a0non-autonomous dynamical systems.
\nChapter in the book “Advance in Mathematics\u00a0Research”,Volume 29. Nova Science Publishers, Inc.\u00a02021,\u00a0pp.173-218.<\/p>\n

2020<\/strong><\/p>\n

 <\/p>\n

11. David Cheban,\u00a0Almost Periodic and Almost Automorphic Solutions of\u00a0Monotone Differential Equations with a Strict Monotone First\u00a0Integral.\u00a0Buletinul Academiei de Stiinte a\u00a0Republicii Moldova.\u00a0Matematica, No.3. 2020, pp.39-74.<\/p>\n

10. David N. Cheban, Nonautonomous Dynamics. Nonlinear Oscillations and Global Attractors. \u00a0Springer Nature Switzerland AG 2020, xxii+ 434 pp.<\/p>\n

9. David Cheban and Zhenxin Liu, Periodic, quasi-periodic, almost periodic, almost automorphic, Birkhoff recurrent and Poisson stable solutions for stochastic differential equations Journal of Differential Equations, Vol. 269, No. 4, 2020, pp.3652-3685.<\/p>\n

8. David Cheban, The Structure of Global Attractors for Non-Autonomous Perturbations of Gradient-Like Dynamical Systems. Journal of Dynamics and Differential Equations, Vol. 32, No.3, 2020, pp.1113-1138.<\/p>\n

2019<\/strong><\/p>\n

7.\u00a0\u00a0David Cheban,\u00a0Levitan Almost Periodic Solutions for Linear Partial\u00a0Differential Equations.\u00a0The Fifth Conference of the\u00a0Mathematical Society of the Republic of Moldova: IMCS-55. Chisinau, Republic of Moldova, September 28– October 1, 2019,\u00a0pp.36-39.<\/p>\n

6.\u00a0David Cheban,\u00a0Levitan Almost Periodic Solutions of Infinite-dimensional Linear Differential\u00a0Equations.\u00a0Buletinul Academiei de Stiinte a\u00a0Republicii Moldova.\u00a0Matematica, No.2 (90), 2019, pp.56-78.<\/p>\n

5.\u00a0Cheban D. N.,\u00a0The Structure of Global Attractors for\u00a0Non-Autonomous Perturbations of Gradient-Like Dynamical Systems. Journal of Dynamics and Differential Equations,\u00a0June 26,\u00a02019, 26 pages. DOI: 10.1007\/s10884-019-09776-9 .<\/p>\n

4.\u00a0David Cheban and Zhenxin Liu,\u00a0Poisson Stable Solutions of Monotone Differential Equations.\u00a0SCIENCE CHINA Mathematics,\u00a0Vol.62, No.7, 2019, pp.1391-1418.<\/p>\n

3. Cheban D. N.,\u00a0I. U. Bronshtein’s Conjecture for Monotone Nonautonomous
\nDynamical Systems.\u00a0Discrete and Continuous Dynamical Systems: series B,\u00a02019, Vol.24, No.3, pp.1095–1113.<\/p>\n

2. Cheban D. N.,\u00a0Bohr\/Levitan Almost Periodic and Almost\u00a0Automorphic Solutions of Linear Stochastic Differential Equations\u00a0without Favard’s Separation Condition.\u00a0Chapter in book “Advance in Evolution Equations:
\nEvolution Equations: Almost Periodicity and Beyond”. Editors: G.\u00a0N’Guerekata, Jin Lian and Alexander Pankov. Dedicated to the\u00a0memory of V. V. Zhikov. Nova Science Publishers, New York, 2019,\u00a0ix+327 pp, pp.155–206.<\/p>\n

2018<\/strong><\/p>\n

1. Cheban D. N.,\u00a0Levitan\/Bohr Almost Periodic and Almost Automorphic Solutionsof the Scalar Differential
\nEquations.\u00a0Dynamical Systems: An International Journal,\u00a02018, Vol.33, No.4, pp.667-690.<\/p>\n

 <\/p>\n

Publications in peer-reviewed journals:<\/strong><\/p>\n

 <\/p>\n

145. David Cheban,\u00a0Bohr\/Levitan Almost Periodic and Almost Automorphic Solutions of
\nMonotone Difference Equations with a Strict Monotone First\u00a0Integral.\u00a0Journal of Difference Equations and Applications,\u00a0Vol.28, No.4, 2022, pp.510-546.<\/p>\n

144. David Cheban,\u00a0Different Types of Compact Global Attractors for Cocycles
\nwith a Noncompact Phase Space of Driving System and the\u00a0Relationship Between Them.
\nBuletinul Academiei de Stiinte a\u00a0Republicii Moldova.\u00a0Matematica, No.1 (98), 2022., pp.35-55.<\/p>\n

143. David Cheban,\u00a0On the structure of te Levinson center for monotone\u00a0non-autonomous dynamical systems with a first integral.Carpatian Journal of Matematics,\u00a0Vol.38, No.1, 2022,\u00a0pp.67-94.<\/p>\n

142. David Cheban and Zhenxin Liu,\u00a0Weak Averaging Principle on Infinite Interval for Stochastic Ordinary Differential
\nEquations.\u00a0Electronic Research Archive (ERA),\u00a0Vol.29, No.4, 2021, pp.2791-2817.<\/p>\n

141. David Cheban,\u00a0On the structure of the Levinson center for monotone dissipative\u00a0non-autonomous dynamical systems.
\nChapter in the book “Advance in Mathematics\u00a0Research”,Volume 29. Nova Science Publishers, Inc.\u00a02021,\u00a0pp.173-218.<\/p>\n

140. David Cheban,\u00a0Almost Periodic and Almost Automorphic Solutions of\u00a0Monotone Differential Equations with a Strict Monotone First\u00a0Integral.\u00a0Buletinul Academiei de Stiinte a\u00a0Republicii Moldova.\u00a0Matematica, No.3. 2020, pp.39-74.<\/p>\n

139. David Cheban and Zhenxin Liu,\u00a0Periodic, quasi-periodic, almost periodic, almost automorphic,\u00a0Birkhoff recurrent and Poisson stable solutions for stochastic\u00a0differential equations\u00a0Journal of Differential Equations, Vol. 269, No. 4,\u00a02020, pp.3652-3685.<\/p>\n

138.\u00a0 David Cheban,\u00a0The Structure of Global Attractors for\u00a0Non-Autonomous Perturbations of Gradient-Like Dynamical Systems.\u00a0Journal of Dynamics and Differential Equations,\u00a0Vol. 32, No.3,\u00a02020, pp.1113-1138.<\/p>\n

137.\u00a0David N. Cheban,\u00a0Nonautonomous Dynamics: Nonlinear Oscillations and\u00a0Global Attractors. Springer Nature Switzerland AG 2020, xxii+ 434 pp.<\/p>\n

136.\u00a0\u00a0David Cheban,\u00a0Levitan Almost Periodic Solutions for Linear Partial\u00a0Differential Equations.\u00a0The Fifth Conference of the\u00a0Mathematical Society of the Republic of Moldova: IMCS-55. Chisinau, Republic of Moldova, September 28– October 1, 2019,\u00a0pp.36-39.<\/p>\n

135.\u00a0David Cheban,\u00a0Levitan Almost Periodic Solutions of Infinite-dimensional Linear Differential\u00a0Equations.\u00a0Buletinul Academiei de Stiinte a\u00a0Republicii Moldova.\u00a0Matematica, No.2 (90), 2019, pp.56-78.<\/p>\n

134.\u00a0Cheban D. N.,\u00a0The Structure of Global Attractors for\u00a0Non-Autonomous Perturbations of Gradient-Like Dynamical Systems. Journal of Dynamics and Differential Equations,\u00a0June 26,\u00a02019, 26 pages. DOI: 10.1007\/s10884-019-09776-9 .<\/p>\n

133.\u00a0David Cheban and Zhenxin Liu,\u00a0Poisson Stable Solutions of Monotone Differential Equations.\u00a0SCIENCE CHINA Mathematics,\u00a0Vol.62, No.7, 2019, pp.1391-1418.<\/p>\n

32. Cheban D. N.,\u00a0I. U. Bronshtein’s Conjecture for Monotone Nonautonomous\u00a0Dynamical Systems.\u00a0Discrete and Continuous Dynamical Systems: series B,\u00a02019, Vol.24, No.3, pp.1095–1113.<\/p>\n

131. Cheban D. N.,\u00a0Bohr\/Levitan Almost Periodic and Almost\u00a0Automorphic Solutions of Linear Stochastic Differential Equations\u00a0without Favard’s Separation Condition.\u00a0Chapter in book “Advance in Evolution Equations:\u00a0Evolution Equations: Almost Periodicity and Beyond”. Editors: G.\u00a0N’Guerekata, Jin Lian and Alexander Pankov. Dedicated to the\u00a0memory of V. V. Zhikov. Nova Science Publishers, New York, 2019,\u00a0ix+327 pp, pp.155–206.<\/p>\n

130. Cheban D. N.,\u00a0Levitan\/Bohr Almost Periodic and Almost Automorphic Solutionsof the Scalar Differential
\nEquations.\u00a0Dynamical Systems: An International Journal,\u00a02018, Vol.33, No.4, pp.667-690.<\/p>\n

129. Cheban D. N., Bohr\/Levitan Almost Periodic and Almost Automorphic Solutions of Linear Stochastic Differential Equations without Favard’s Separation Condition. Internationl Journal of Evolution Equations, 2017, Vol. 10, N0.3-4, pp.349-389.<\/p>\n

128. Cheban D. N., Linear Stochastic Differential Equations and Nonautonomous Dynamical Systems. Proceedings CMSM4, The Fourth Conference of Mathematical Society of the Republic of Moldova: dedicated to the centenary of Vladimir Andrunachievici (1917-1997). June 28 \u2013July 2, Chisinau 2017, pp.255-258.<\/p>\n

127. Cheban D. N., Mammana C. and Michetti E., The Structure of Global Attractors for Non-Autonomous Perturbations of Discrete Gradient-Like Dynamical Systems. Journal of Difference Equations and Applications, Vol.22, No.11, 2016, pp.1673–1697.<\/p>\n

126. Cheban D. N., Mammana C. and Michetti E., Global attractors of non-autonomous difference equations: A growth model with endogenous population growth. Dynamical Systems and Applications, 24 (2015), no.1-2, pp.17-33.<\/p>\n

125. Cheban D. N., The Structure of Global Attractors for Non-Autonomous Gradient-Like Dynamical Systems. International conferences “Mathematics & Information Technologies: Research and Eduacation (MITRE-2015). Abstracts, Chisinau, July 2-4, 2015, p.21-22.<\/p>\n

124. Cheban D. N., Relation between Levinson center, chain recurrent set and center of Birkhoff for compact dissipative dynamical systems. Bulletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.2 (78), 2015, pp.42–60.<\/p>\n

123. Cheban D.N. and Kalitine B.S., On the stability of gradient-like systems. International mathematical conference “Sixth Bogdanov reads on ordinary differential equations”, December 7-10, 2015. Abstracts of conference, Vol.1, Minsk, 2015, pp.90-92.<\/p>\n

122. Cheban D.N. Global Attractors of Nonautonomous Dynamical and Control Systems. Interdisciplinary Mathematical Sciences, vol.18, River Edge, NJ: World Scientific<\/a>, 2015, xxv+589 pp.<\/p>\n

121. Cheban David, Belitskii–Lyubich Conjecture for C-Analytic Dynamical Systems. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS SERIES, series B, Vol. 20, No. 3, 2015 pp. 945–959.<\/p>\n

120. Cheban D. N. and Kalitine B. S., On the Stability of Gradient-Like Systems. International Journal of Evolution Equations, Vol.9, No.2, 2014, pp.151-166.<\/p>\n

119. Cheban D. N., Compact Global Attractors of Non-autonomus Gradient-Like Dynamical Systems. Bulletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.2 (75), 2014, pp.85–101.<\/p>\n

118. Cheban D. N., Markus-Yamabe Conjecture for Non-Autonomous Systems. Nonlinear Analysis: TMA, Volume 95, 2014, pp.202\u2013218.<\/p>\n

117. Cheban D. N., Compact Global Chaotic Attractors of Discrete Control Systems. Nonautonomous and Stochastic Dynamical Systems, DOI: 10.2478\/msds-2013-0002 \u2022 NSDS \u2022 2014 \u2022 pp.10-25.<\/p>\n

116. Cheban D. N., Asymptotic Stability of Non-autonomus Dynamical Systems. Bulletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.1 (71), 2013, pp.11-44.<\/p>\n

115. Cheban D. N. and Mammana C., Markus-Sell’s Theorem for Asymptotically Almost Periodic Systems. Chapter in the Book \u201eDynamical Systems: Theory, Applications and Future Directions”. Editor: Jean Michel Tchuenche (Atlanta, GA , USA). Nova Science Publishers, 2013, pp.1–20.<\/p>\n

114. Cheban D. N., Lyapunov Stability of Non-Autonomous Dynamical Systems. Nova Science Publishers Inc<\/a>, 2013, xii+275 pp.<\/p>\n

113. Cheban D. N., Mammana C. and Michetti E., Global attractors of quasi-linear non-autonomous difference equations: A growth model with endogenous population growth. Nonlinear Analysis: serie B, 14 (2013) pp.1716 – 1731.<\/p>\n

112. Caraballo Tomas and Cheban David, Almost Periodic and Almost Automorphic Solutions of Linear Differential Equations. DCDS-A, vol. 33, no. 5, 2013, pp.1857-1882.<\/p>\n

111. Caraballo Tomas and Cheban David, On the Structure of the Global Attractor for Infinite-Dimensional Non-autonomous Dynamical Systems with Weak Convergence. Communications on Pure and Applied Analysis (CPAA), vol.12, no.1, 2013, pp. 281-302 .<\/p>\n

110. Caraballo Tomas and Cheban David, Almost Periodic Motions in Semi-Group Dynamical Systems and Bohr\/Levitan almost periodic solutions of Linear difference equations without Favard’s separation condition. Journal of Difference Equations and Applications, Volume 19, Issue 6, 2013, pp.872-897.<\/p>\n

109. Cheban D. N., Sell’s conjecture for Non-Autonomous Dynamical Systems. Nonlinear Analysis: TMA, Vol.75, no.7, 2012, pp.3393-3406.<\/p>\n

108. Caraballo Tomas and Cheban David, On the Structure of the Global Attractor for Non-autonomous Dynamical Systems with Weak Convergence. Communications in Pure and Applied Analysis, Vol.11, no.2, 2012, pp.809-828.<\/p>\n

107. Caraballo Tomas and Cheban David, On the Structure of the Global Attractor for Non-autonomous Difference Equations with Weak Convergence. Journal of Difference Equations and Applications, Volume 18, Issue 18, 2012, pp.535-551.<\/p>\n

106. Caraballo Tomas and Cheban David, Levitan\/Bohr Almost Periodic and Almost Automorphic Solutions of Second-Order Monotone Differential Equations. Journal of Differential Equations, Vol.251, No.3, 2011, pp.708-727.<\/p>\n

105. Caraballo Tomas and Cheban David, Almost Periodic and Asymptotically Almost Periodic Solutions of Lienard Equation. DCDS-B, Vol.16, No.3, 2011, pp.703-717 .<\/p>\n

104. Cheban D. N., Global Attractors of Set-Valued Dynamical and Control Systems. Nova Science Publishers Inc<\/a>, New York, 2010, xvii+269 pp.<\/p>\n

103. Cheban D. N., Compact Global Attractors of Control Systems. Journal of Dynamical and Control Systems, vol.16 (2010), no.1, pp. 23–44.<\/p>\n

102. Boularas Driss and Cheban David, Asymptototic Stability of Switching Systems. Electronical Journal of Differential Equations, 2010 (2010), no.21, pp.1-18.<\/p>\n

101. Cheban D. N. and Mammana C., Invariant Manifolds, Almost Periodic and Almost Automorphic Solutions of Seconde-Order Monotone Equations. New Research on Evolution Equations: Editor G. M. N’Guerekata. Nova Science Publishers, Inc. New York, 2009, pp.123–145.<\/p>\n

100. Cheban D. N., Kloeden P. E. and Schmalfuss B., Relation Between pullback and Global Attractors of Nonautonomous Dynamical Systems. Advances in Chaotic Dynamics and Applications. Stability, Oscilations and Optimization of Systems. Editors: C. Cruz-Hernandez and A. A. Martynyuk: Vol. 4, Cambridge Scientific Publishers, 2009, 280 pp., pp. 1-25.<\/p>\n

99. Cheban D., Asymptotically Almost Periodic Solutions of Differential Equations. Hindawi Publishing Corporation<\/a>, New York, 2009, ix+186 pp.<\/p>\n

98. Caraballo T. and Cheban D., Almost Periodic and Almost Automorphic Solutions of Linear Differential\/Difference Equations without Favard’s Separation Condition.II J. Differential Equations, 246 (2009), pp.1164–1186.<\/p>\n

97. Caraballo T. and Cheban D., Almost Periodic and Almost Automorphic Solutions of Linear Differential\/Difference Equations without Favard’s Separation Condition.I J. Differential Equations, 246 (2009), pp.108–128.<\/p>\n

96. Cheban D. N., Mammana C. and Michetti E., Global Attractors of Nonautonomous Difference Equations. Bulletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.1 (59), 2009, pp.45–57.<\/p>\n

95. <\/strong>Cheban D. N. and Schmalfuss B., Invariant Manifolds, Global Attractors, Almost Automrphic and Almost Periodic Solutions of Non-Autonomous Differential Equations. J.Math.Anal.Appl., 340, no.1 (2008), 374-393.<\/p>\n

94. Cheban D. N., Levitan Almost Periodic and Almost Automorphic Solutions of V-monotone Differential Equations. J. Dyn. Diff. Eqns, Vol.20, No.3, 2008, pp.669–697.<\/p>\n

93. Cheban D. N., Mammana C. and Michetti E., Global Attractors of Quasi-Linear Non-Autonomous Difference Equations. Bulletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.1 (56), 2008, pp.84–104.<\/p>\n

92. D. Cheban and C. Mammana. Invariant Manifolds and Almost Automorphic Solutions of Second-Order Monotone Equations. Proceedins: <\/em>EQUADIFF 11. International conference on differential equations: Czecho-Slovak series.<\/em><\/a> Comenius University, Bratislava, SLOVAKIA<\/em>,July<\/em> 25 – 29, 2007, pp.141-147. <\/em><\/p>\n

91. D. Cheban and C. Mammana. Continuous Dependence of Attractors on Parameters of Non-Autonomous Dynamical Systems and Infinite Iterated Functions Systems. Discrete and Continuous Dynamical Systems, Vol. 18, No.2-3, 2007, 499-515.<\/em><\/p>\n

90. D. Cheban and C. Mammana. Almost Periodic Solutions of Non-Autonomous Beverton-Holt Difference Equations. WSEAS TRANSACTIONS on SYSTEMS, Issue 5, Volume 5, May 2006, pp.1048-1053. <\/em><\/p>\n

89. D. Cheban and C. Mammana. Global Compact Attractors of Discrete Inclusions. Nonlinear Analysis, <\/em>v.65 ,<\/em> No.8, 2006, pp.1669-1687. <\/em><\/p>\n

88. D. Cheban and C. Mammana. Invariant Manifolds, Almost Periodic and Almost Automorpfic Solutions of Second-Order Monotone Equations. International Journal of Evolution Equations, V.1, No.4, 2005, pp.319-343.<\/em>..\/HP(14.09.2012)\/pdf\/2006\/ch_m_2006_2ndord.pdf<\/a><\/p>\n

87. D. Cheban and C. Mammana. Absolute Asymptotic Stability of Discrete Linear Inclusions. Bulletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.1 (47), 2005, pp.43-68.<\/em><\/p>\n

86. D. Cheban and C. Mammana. Relation between Different Types of Global Attractors of Non-Autonomous Set-Valued Dynamical Systems. Set-Valued Analysis, Vol.13, No.3, 2005, pp.291-321. <\/em><\/p>\n

85. D. Cheban and C. Mammana. Invariant Manifolds, Global Attractors and Almost Periodic Solutions of Non-autonomous Difference Equations. Equadiff 2003. Proceedings of the International Conference on Differential Equations. Hasselt, Belgium 22-26 July 2003. Singapore: World Scientific, 2005, pp.833-838. <\/em><\/p>\n

84. D. Cheban and C. Mammana. Relation between Different Types of Stabilities of Linear Non-Autonomous Dynamical Systems. Dynamical Systems and Applications, Proceedings, pp.205-227, July 5-10, 2005, Antalya, Turkey. <\/em><\/p>\n

83. D. Cheban and C. Mammana. Asymptotic Stability of Autonomous and Non-Autonomous Discrete Linear Inclusions. Buletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.3 (46), 2004, pp.41-52. <\/em>..\/HP(14.09.2012)\/pdf\/2004\/cheban_asympstab04.pdf<\/a><\/p>\n

82. D. Cheban. Global Attractors of Nonautonomous Dissipative Dynamical Systems. Interdisciplinary Mathematical Sciences 1. River Edge, NJ: World Scientific, 2004, xxiii+502 pp.<\/em><\/a><\/p>\n

81. D. Cheban and C. Mammana. Invariant Manifolds, Global Attractors and Almost Periodic Solutions of Non-autonomous Difference equations. Nonlinear Analyses, serie A, v.56, No.4, 2004, pp.465-484.<\/em><\/p>\n

80. D. Cheban and J. Duan. Almost Periodic Solutions and Global Attractors of Non-Atonomous Navier-Stokes Equations. Journal of Dynamics and Differential Equations, v.16, No.1, 2004, pp.1-34.<\/em><\/p>\n

79. D. Cheban and J. Duan. Recurrent Motions and Global Attractors of Non-Atonomous Lorenz Systems. Dynamical Systems: An International Journal, v.19, No.1, 2004, pp.41-59. <\/em><\/p>\n

78. D. Cheban, J. Duan and A. Gherco. Generalization of Second Bogoliubov’s Theorem for Non-Almost Periodic Systems. Nonlinear Analys: Real World Applications, v.4, No.4, 2003, pp.599-613. <\/em><\/p>\n

77. D. Cheban and C. Mammana. Upper Semicontinuity of Attractors of Set-Valued Nonautonomous Dynamical Systems. International Journal of Pure and Applied Mathematics, v 4, No.5, 2003, pp.385-418. <\/em><\/p>\n

76. D. Cheban, P. Kloeden and B. Schmalfuss. Global Attractors of V-monotone Nonautonomous Dynamical Systems. Bulletin of Academy of sciences of Republic of Moldova. Mathematics, 2003. <\/em>No.1(<\/em>41), pp.47-57.<\/em><\/p>\n

75. V. Bongolan-Walsh, D. Cheban and J. Duan. Recurrent Motions in the Nonautonomous Navier-Stokes System. Continuous and Disrete Dynamical Systems – serie B, V.3, No.2, 2003, pp.255-262.<\/p>\n

74. D. Cheban, J. Duan and A. Gherco. Heteroclinic Points of Multi-dimensional Dynamical Systems. Electron. J. Diff. Eqns. Vol. 2003(2003), No. 41, pp. 1-21.<\/em><\/p>\n

73. D. Cheban. Global Attractors of Dynamical Systems. Electronic Journal Differential Equations and Control Processes. V.3, 2003, pp.1-56.<\/em><\/p>\n

72. D. Cheban, P. Kloeden and B. Schmalfuss. Relation Between Pullback and Global Attractors of Nonautonomous Dynamical Systems. Nonlinear Dynamics and Systems Theory, v.2, <\/em>No.2(<\/em>2002), pp.9-28.<\/em><\/p>\n

71. D. Cheban. Upper Semicontinuity of Attractors of Nonautonomous Dynamical Systems for Small Perturbations. Electron. J. Diff. Eqns., <\/em>Vol.2002(<\/em>2002), No.42, pp.1-21.<\/em><\/p>\n

70. D. Cheban. Global Attractors of Nonautonomous Dynamical Systems Kishinev. State University of Moldova, 2002 (in russian), pp.1-386. <\/em><\/p>\n

69. D. Cheban. Asymptotical Almost Periodic Solutions of Differential Equations. Kishinev, State University of Moldova, 2002 (in Russian), pp.1-227. <\/em><\/p>\n

68. D. Cheban. Global Attractors of Quasihomogeneous Nonautonomous Dynamical Systems. Electron. J. Diff. Eqns., <\/em>Vol.2002(<\/em>2002), No.10, pp.1-19.<\/em><\/p>\n

67. D. Cheban. Global Attractors of Quasihomogeneous Nonautonomous Dynamical Systems. Proceedings of the International Conference on Dynamical Systems and Differential Equations. (May 18-21, 2000, Kennesaw, GA, USA) Discrete and Continuous Dynamical Systems, 2001, Added Volume, pp.96-101.<\/em><\/p>\n

66. D. Cheban. Uniform Exponential Stability of Linear Periodic Systems in a Banach Spaces. Electronic Journal of Differential Equations. vol. 2001 (2001), .03, pp.1-12.<\/em><\/p>\n

65. D. Cheban. Schmalfuss B. and P. Kloeden. Pullback Attractors in Dissipative Nonautonomous Differential Equations under Discretization. Journal of Dynamics and Differential Equations, vol.13, No.1, 2001, pp. 185-213.<\/em><\/p>\n

64. D. Cheban. Global Pullback Atttactors of C-Analytic Nonautonomous Dynamical Systems. Stochastics and Dynamics. 2001<\/em>,v.1<\/em>, No.4,pp.511-535. <\/em><\/p>\n

63. D. Cheban. Global Pullback Atttactors of C-Analytic Cocycles. Bulletin of Academy of sciences of Republic of Moldova. Mathematics, 2001. .2(36)<\/em>,2001<\/em>, pp.65-74.<\/em><\/p>\n

62. D. Cheban. Kloeden pp. E. and Schmalfuss B., Pullback Attractors under Discretization. Proceeding EQUADIFF99. Berlin 1999, vol.2 (Edited by B. Fiedler, K. Groger and J. Sprekels). World Scientific 2000, pp.1024-1029.<\/em><\/p>\n

61. D. Cheban. Uniform Exponential Stability of Linear Almost Periodic Systems in a Banach spaces. Electronic Journal of Differential Equations. vol. 2000 (2000), No.29, pp.1-18.<\/em><\/p>\n

60. D. Cheban. An Analogy of Cameron-Johnson Theorem for the Linear C-analytic Equations in the Hilbert Space. Mathematical Notes, v.68, No.6, 2000, pp.935-938.<\/em><\/p>\n

59. D. Cheban and B. Schmalfuss. Global Attractors of Nonautonomous Disperse Dynamical Systems and Differential Inclusions. Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1999. <\/em>No1(<\/em>29), pp.3 – 22. <\/em><\/p>\n

58. D. Cheban. Global Attractors of Non-autonomous Dynamical Systems and Almost Periodic Limit Regimes of Some Classes of Evolution Equations. Anale Fac. de Mat. si Inform., v. 1, 1999, pp. 1-26.<\/em><\/p>\n

57. D. Cheban. Relations Between the Different Type of Stability of the Linear Almost Periodical Systems in the Banach Space. Electronic Journal of Differential Equations. vol. 1999 (1999), No.46, pp.1-9.<\/em><\/p>\n

56. D. Cheban. Global Attractors of Infinite-dimensional Non-autonomous Dynamical Systems, II. Bulletin of Academy of sciences of Republic of Moldova. Mathematics, 1998, N2 (27), pp.25-38. <\/em><\/p>\n

55. D. Cheban. The Asymptotics of Solutions of Infinite Dimensional Homogeneous Dynamical Systems. Mathematical Notes, 1998. v. 63, <\/em>N1 ,<\/em> pp.115-126.<\/em><\/p>\n

54. D. Cheban. Bounded Solutions of the Linear Almost Periodic Systems of Differential Equations. Bulletin of Academy of Sciences of Russia, Mathematics Series. 1998, v. 62, N3, pp.155-174.<\/em><\/p>\n

53. D. Cheban. Global Attractors of Infinite-dimensional Nonautonomous Dynamical Systems, I. Bulletin of Academy of sciences of Republic of Moldova. Mathematics 1997, N3 (25), pp. 42-55 <\/em><\/p>\n

52. D. Cheban. On the Structure of Compact Asymptotically Stable Sets of C-analytic Almost Periodic Systems. Abstract of speech at Scientific Conference of Moldavian State University, Kishinev, 1995.<\/em><\/p>\n

51. D. Cheban. Converse of Lyapunov’s Theorem on Asymptotic Stability by the First Approximation for C-analytic Non-autonomous Systems. Mathematical Notes, 1995. v. 57, N1, pp. 139-142. <\/em><\/p>\n

50. D. Cheban. Global Attractors of Infinite-dimensional Systems, II. Bulletin of Academy of sciences of Republic of Moldova. Mathematics. 1995, N1 (17), pp. 28-37.<\/p>\n

49. D. Cheban and D. Fakeeh. Global Attractors of Infinite-dimensional Systems, III. Bulletin of Academy of sciences of Republic of Moldova. Mathematics. 1995, N2-3 (18-19), pp. 3-13.<\/p>\n

48. D. Cheban. On the Structure of Compact Asymptotically Stable Sets of the C-analytic Almost Periodic Systems. Differential Equations, 1995, v. 31, N12, pp. 2025-2028.<\/p>\n

47. D. Cheban and D. Fakeeh. Global Attractors of the Dynamical Systems Without Uniqueness. Kishinev,”Sigma”, 1994, ppp.1-167. (<\/em>in<\/em> Russian).<\/p>\n

46. D. Cheban. Global Attractors of Infinite-dimensional Systems, I. Bulletin of Academy of sciences of Republic of Moldova. Mathematics, 1994, N2 (15), pp. 12-21.<\/p>\n

45. D. Cheban and D. Fakeeh. Connectivity of the Levinson Centre of Compactly Dissipative Dynamical System without Uniqueness. Bulletin of Academy of siences of Republic of Moldova. Mathematics, 1993, N1 (11), pp. 15-22.<\/p>\n

44. D. Cheban. Some Problems of the Theory of Dissipative Dynamical Systems, II. Functional methods in the theory of differential equations (Mathematical researches, issue 124). Kishinev, “Stiinta”, 1992, pp. 106-122.<\/p>\n

43. D. Cheban. Locally Dissipative Dynamical Systems and Some of Their Applications. Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1992, N1 (8), pp.7-14.<\/p>\n

42. D. Cheban. Dissipative Functional Differential Equations. Bulletin of Academy of sciences of Republic of Moldova. Mathematics, 1991, N2 (6), pp. 3-12.<\/p>\n

41. D. Cheban. On the Structure of the Levinson Centre of Dissipative Dynamical Systems with the Hyperbolicity Condition on the Closure of the Set of Recurrent Motions. Differential Equations, 1990. v. 26, N5, pp. 913-914.<\/p>\n

40. D. Cheban. On the Structure of the Levinson Centre of a Dissipative Dynamical System with the Hyperbolicity Condition on the Set of Recurrent Motions. Bulletin of Academy of Sciences of Republic of Moldova. Mathematics. 1990, N2 (3), pp. 34-43.<\/p>\n

39. D. Cheban. Non-autonomous Dissipative Dynamical Systems with a Hyperbolic Subset of Centre (One-dimensional Case). Mathematical Notes, 1989, v. 45, 6, pp. 93-98.<\/p>\n

38. D. Cheban. Some Problems of the Theory of Dissipative Dynamical Systems, I. Differential equations and mathematical physics. Kishinev, “Stiinta”, 1989, pp. 147-163.<\/p>\n

37. D. Cheban. On One of J.Hale’s Problems. Mathematical Notes<\/em>,1989<\/em>, v. 46, N1, pp. 120-121.<\/p>\n

36. D. Cheban. Nonautonomous Dynamical Systems with a Convergence. Differential Equations, 1989. v. 25, N9, pp. 1633-1635.<\/p>\n

35. D. Cheban. Impulse and Difference Dissipative Systems with Periodic Coefficients. Researches on Differential Equations and mathematical analysis. Kishinev, “Stiinta”, 1988, pp. 127-142.<\/p>\n

34. D. Cheban. Principle of Averaging on the Semi-axis for the Dissipative Systems. Dynamical systems and equations of mathematical physics. Kishinev, “Stiinta”, 1988, pp. 149-161.<\/p>\n

33. D. Cheban. On the Structure of the Levinson Centre of Dissipative Dynamical Systems. Differential Equations, 1988. v. 24, N6, pp. 1086.<\/p>\n

32. D. Cheban. Nonautonomous Dissipative Dynamical Systems. Method of Lyapunov Functions. Problems of the qualitative theory of differential equations. Novosibirsk, 1988, pp. 56-64.<\/p>\n

31. D. Cheban. On the Structure of the Levinson Centre of Dissipative Dynamical Systems. Differential Equations, 1988. v. 24, N9, pp. 1564-1576.<\/p>\n

30. D. Cheban. Nonautonomous Dissipative Dynamical systems. Method of Lyapunov functions. Differential Equations, 1987. v. 23, N3, pp. 464-474.<\/p>\n

29. D. Cheban. Boundedness, Dissipativity and Almost Periodicity of the Solutions of Linear and Weakly Nonlinear Systems of Differential Equations. Dynamical systems and boundary value problems. Kishinev, “Stiinta”, 1987, pp. 143-159.<\/p>\n

28. D. Cheban. Nonautonomous Dissipative Dynamical Systems. Soviet Math. Dokl, v. 33, N1. 1986, pp. 207-210.<\/p>\n

27. D. Cheban. One Test of the Convergence of Nonlinear Systems in Hilbert Spaces. Differential equations and their invariants. Kishinev, “Stiinta”, 1986, pp. 136-143.<\/p>\n

26. D. Cheban. Test of the Convergence of Nonlinear systems by the First Approximation. Differential equations and their invariants. Kishinev, “Stiinta”, 1986, pp. 144-150.<\/p>\n

25. D. Cheban. Nonautonomous Dynamical Systems. Lyapunov Functions method. Abstract of speech at the 6th All-Union conference of Qualitative Theory of Differential Equations. Irkutsk, 1986, pp. 197-198.<\/p>\n

24. D. Cheban. C-analytic Dissipative Dynamical Systems. Differential Equations, 1986. v. 22, N11, pp. 1915-1922.<\/p>\n

23. D. Cheban. On the Nonautonomous Dissipative Dynamical Systems. Uspekhi Matematicheskikh Nauk, 1986, v. 41, N4 (250), pp. 169.<\/p>\n

22. D. Cheban. Quasiperiodic Solutions of the Dissipative Systems <\/em>with a Quasiperiodic Coefficients<\/em>. Differential Equations, v. 22, N2. 1986, pp. 267-278.<\/em><\/p>\n

21. D. Cheban. On the Second Lyapunov Method in the Theory of Stability of Dynamical Systems. Differential Equations and Dynamical Systems. Kishinev, “Stiinta”, 1985, pp. 139-147. <\/em><\/p>\n

20. D. Cheban. Nonautonomous Dissipative Dynamical Systems. Differential Equations, 1985, v. 21, N5, pp. 913-914. <\/em><\/p>\n

19. D. Cheban. Dynamical Systems of Translations in the Spaces of Functions and Distributions. Research on the Functional Analysis and Differential Equations. Kishinev, “Stiinta”, 1984, pp. 130-142.<\/em><\/p>\n

18. D. Cheban. Periodic and Quasiperiodic Solutions of Linear Differential Equations. Differential Equations, 1984, v. 20, N8, pp. 1455-1456.<\/em><\/p>\n

17. D. Cheban. On the Stability of Levinson Centre of Nonautonomous Dissipative Dynamical Systems. Differential Equations, 1984<\/em>,v<\/em>. 20, N11, pp. 2016-2018. <\/em><\/p>\n

16. D. Cheban. Compatible Solutions of Differential Equation x\u2019\u2019=f(t,x) in the Hilbert space. Research on the Differential Equations. Kishinev, “Stiinta”, 1983, pp. 101-111.<\/em><\/p>\n

15. D. Cheban. Compatible Solutions of Linear Partial Differential Equations. Researches on the Differential Equations. Kishinev,”Stiinta”, 1983, pp. 101-111.<\/em><\/p>\n

14. V. Amelkin and D. Cheban. Bounded Solutions and Periodic Oscillations of Differential Systems. Differential Equations and Theory of Operators. Kishinev, “Stiinta”, 1982, pp. 3-9. <\/em><\/p>\n

13. D. Cheban and I. Cheban. Anti Almost Periodic Solutions of Differential Equations. Research on the Functional Analysis and Differential Equations. Kishinev, “Stiinta”, 1981, pp. 100-108. <\/em><\/p>\n

12. D. Cheban and A. Shipkov. Bounded solutions of differential equations with complex time. Research on the Functional Analysis and Differential Equations. Kishinev, “Stiinta”, 1981, pp. 116-123.<\/em><\/p>\n

11. D. Cheban. Some Theorems of the Injection of Dynamical Systems. Algebraic Invariants of Dynamical Systems. Kishinev, “Stiinta”. 1980, pp. 118-122. <\/em><\/p>\n

10. D. Cheban. A Theory of the Linear Differential Equations (selected chapters). Kishinev, “Shtiintsa”, 1980, pp.1-110.<\/em><\/p>\n

9. D. Cheban. Some Properties of Linear Systems of Differential Equations with Asymptotically Almost Periodic Coefficients. Differential Equations 1978, v. 14, N5, pp. 940-942. <\/em><\/p>\n

8. D. Cheban and V. Chernii. On the Question of Exponential Dichotomy on Semi-axis of Solutions of Differential Equations. Differential Equations, 1978, v. 14, No.11, pp. 2012-2018.<\/em><\/p>\n

7. D. Cheban. On the Boundedness and Asymptotic Almost Periodicity of Solutions of Differential Equations Solutions. Kishinev, “Stiinta”, Mathematical Sciences, No.1, 1977, pp. 72-76.<\/em><\/p>\n

6. D. Cheban. On the Comparability of the Points of Dynamical Systems with Regard to the Character of Recurrence Property in the Limit. Kishinev, “Stiinta”, Mathematical Sciences, No.1, 1977, pp. 66-71.<\/em><\/p>\n

5. B. Scherbakov and D. Cheban. Poisson Asymptotic Stability of Motions of Dynamical Systems and their Comparability with Regard to the Recurrence Property in the Limit. Differential Equations, v. 13, N5. 1977, pp. 898-906.<\/em><\/p>\n

4. D. Cheban. Poisson Asymptotic Stability of Solutions of Operational Equations. Differential Equations, v. 13, N8, 1977, pp. 978-983.<\/em><\/p>\n

3. D. Cheban. On the Problem of Structural Stability of Linear Systems of Differential Equations with Almost Periodic Coefficients. Differential Equations, 1977, v. 13, N11, pp. 2099-2101.<\/em><\/p>\n

2. D. Cheban. Uniformly isochron Solutions of Linear System of Differential Equations. Kishinev, “Stiinta”. 1974, v. 32, N2, pp. 204-213.<\/em><\/p>\n

1. D. Cheban. Poisson Asymptotically Stable Solutions of Non-linear Differential Equations. Kishinev, “Stiinta”. Mathematical searches, 1974, v. 37, N3, pp. 231-237. <\/em><\/p>\n

 <\/p>\n

Full list of publications<\/strong>:<\/p>\n

2022\u00a0<\/strong><\/p>\n

 <\/p>\n

199. David Cheban,\u00a0One-dimensional Monotone Non-autonomous Dynamical\u00a0Systems and Strange Nonchaotic Attractors.\u00a0Book of abstracts: International Scientific\u00a0Conference “Algebraic and Geometric Methods of Analysis”, May
\n24-27, 2022, Odesa, Ukraine, pp.5-6.<\/p>\n

198. David Cheban,\u00a0Averaging Principle on Semi-axis for Semi-linear\u00a0Differential Equations.\u00a0Book of Absracts: The 29th Conference on Applied and Industrial Mathematics (CAIM 2022), Dedicated to the memory of Academician Mitrofan M.
\nChoban. Chisinau, Republic of Moldova, August 25-27, 2022.\u00a0Tiraspol State University, pp.52-55.<\/p>\n

197. David Cheban,\u00a0Bohr\/Levitan Almost Periodic and Almost Automorphic Solutions of
\nMonotone Difference Equations with a Strict Monotone First\u00a0Integral.\u00a0Journal of Difference Equations and Applications,\u00a0Vol.28, No.4, 2022, pp.510-546.<\/p>\n

196. David Cheban,\u00a0Different Types of Compact Global Attractors for Cocycles
\nwith a Noncompact Phase Space of Driving System and the\u00a0Relationship Between Them.
\nBuletinul Academiei de Stiinte a\u00a0Republicii Moldova.\u00a0Matematica, No.1 (98), 2022., pp.35-55.<\/p>\n

195. David Cheban,\u00a0On the structure of te Levinson center for monotone\u00a0non-autonomous dynamical systems with a first integral.Carpatian Journal of Matematics,\u00a0Vol.38, No.1, 2022,\u00a0pp.67-94.
\n2021<\/strong><\/p>\n

194. David Cheban and Zhenxin Liu,\u00a0Weak Averaging Principle on Infinite Interval for Stochastic Ordinary Differential
\nEquations.\u00a0Electronic Research Archive (ERA),\u00a0Vol.29, No.4, 2021, pp.2791-2817.<\/p>\n

193. David Cheban,\u00a0On the structure of Levinson center of monotone almost periodic\u00a0systems. International Virtual Conference\u00a0“Mathematics & Information Technologies: Research and Education\u00a0(MITRE-2021),\u00a0\u00a0Chisinau, Republic of Moldova, July 01-03,\u00a02021. http:\/\/cecmi.usm.md\/MITRE\/, dedicated to the 75th\u00a0anniversary of Moldova State University, pp.22-23.<\/p>\n

192.\u00a0David Cheban,\u00a0Almost periodic solutions and compact global attractors of equations modelling growth\u00a0processes and gonorrhea epidemics.\u00a0Book of Abstracts.\u00a013th International ISAAC Congress, August 2\u2013August 6 2021, Ghent University,
\nGhent, Belgium, 2021, pp.19-20.<\/p>\n

191. David Cheban,\u00a0On the structure of the Levinson center for monotone dissipative\u00a0non-autonomous dynamical systems.
\nChapter in the book “Advance in Mathematics\u00a0Research”,Volume 29. Nova Science Publishers, Inc.\u00a02021,\u00a0pp.173-218.<\/p>\n

190. David Cheban,\u00a0On the structure of the Levinson center for monotone dissipatnon-autonomous dynamical systems.
\nProceedings of the International Scientific Conference “Dynamical Systems:\u00a0Stability, Control, Optimization” (DSSCO\u201921) in memory of Professor R.F. Gabasov. October 5-10, 2021, Minsk}. Belarussian\u00a0State University, 2021, pp.11-13.<\/p>\n

2020<\/strong><\/p>\n

189.\u00a0David Cheban and Zhenxin Liu,\u00a0Poisson Stable Solutions of Monotone Differential Equations.\u00a0Mathematical Research with Reviews, Issue 1, Art. 2, 2020, 7 pages. Prior Science Publishing.\u00a0https:\/\/www.prior-sci-pub.com\/mrr2020iss1\/art2.pdf<\/p>\n

188. David \u00a0Cheban,\u00a0Perron-Frobenius Dynamics for Markov Chains.\u00a0Proceeding of the International Symposium\u00a0“Actual Problems of Mathematics and Informatis” dedicated to the\u00a090th Bithday of Professor Ion Valuta,\u00a0November 27-28, 2020,
\nChisinau, Moldova, pp.51-53.<\/p>\n

187. David Cheban,\u00a0Almost Periodic and Almost Automorphic Solutions of\u00a0Monotone Differential Equations with a Strict Monotone First\u00a0Integral.\u00a0Buletinul Academiei de Stiinte a\u00a0Republicii Moldova.\u00a0Matematica, No.3. 2020, pp.39-74.<\/p>\n

186. David N. Cheban, Nonautonomous Dynamics. Nonlinear Oscillations and Global Attractors. \u00a0Springer Nature Switzerland AG 2020, xxii+ 434 pp.<\/p>\n

185. David Cheban and Zhenxin Liu, Periodic, quasi-periodic, almost periodic, almost automorphic, Birkhoff recurrent and Poisson stable solutions for stochastic differential equations Journal of Differential Equations, Vol. 269, No. 4, 2020, pp.3652-3685.<\/p>\n

184. David Cheban, The Structure of Global Attractors for Non-Autonomous Perturbations of Gradient-Like Dynamical Systems. Journal of Dynamics and Differential Equations, Vol. 32, No.3, 2020, pp.1113-1138.<\/p>\n

183. David N. Cheban, Monotone Nonautonomous Differential Equations with the First Integral. Proceeding of the International Scientific Conference “Modern problems of Differential Equations and their Application” dedicated to the 100th\u00a0\u00a0 anniversary\u00a0\u00a0 of S.D. Eidelman birthday. Chernivtsi, Ukraine September 16\u201319, 2020, pp.17-18.<\/p>\n

2019<\/strong><\/p>\n

182. David Cheban and Zhenxin Liu, Poisson Stable Solutions of Monotone Differential Equations. SCIENCE CHINA Mathematics, Vol.62, No.7, 2019, pp.1391-1418.<\/p>\n

181. Cheban D. N., Levitan Almost Periodic Solutions for Linear Differential Equations Abstracts of the International Conference “Mathematics \\& Information Technologies: Research and Education (MITRE-2019)”, Chisinau, Republic of Moldova, June 24-25, 2019. http:\/\/cecmi.usm.md\/MITRE\/. Satelite Conference of the Ninth Congress of Romanian Mathematicians., 2019, pp.20-21.<\/p>\n

180. David Cheban, Levitan Almost Periodic Solutions of Infinite-dimensional Linear Differential Equations. Buletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.2 (90), 2019, pp.56-78.<\/p>\n

179. David Cheban, Levitan Almost Periodic Solutions for Linear Partial Differential Equations. The Fifth Conference of the Mathematical Society of the Republic of Moldova: IMCS-55.Chisinau, Republic of Moldova, September 28– October 1, 2019, pp.36-39.<\/p>\n

178. Cheban D. N.,\u00a0I. U. Bronshtein’s Conjecture for Monotone Nonautonomous Dynamical Systems.\u00a0Discrete and Continuous Dynamical Systems: series B,\u00a02019, Vol.24, No.3, pp.1095-1113.<\/p>\n

177. Cheban D. N.,\u00a0Bohr\/Levitan Almost Periodic and Almost\u00a0Automorphic Solutions of Linear Stochastic Differential Equations\u00a0without Favard’s Separation Condition.\u00a0Chapter in book “Advance in Evolution Equations: Evolution Equations: Almost Periodicity and Beyond”. Editors: G.\u00a0N’Guerekata, Jin Lian and Alexander Pankov. Dedicated to the\u00a0memory of V. V. Zhikov. Nova Science Publishers, New York, 2019,\u00a0ix+327 pp, pp.155-206.<\/p>\n

2018<\/strong><\/p>\n

176. Cheban D. N., Levitan\/Bohr Almost Periodic and Almost Automorphic Solutions of the Scalar Differential Equations. Dynamical Systems: An International Journal. 2018, Vol.33, No.4, pp.667-690.<\/p>\n

2017<\/strong><\/p>\n

175. Cheban D. N., Linear Stochastic Differential Equations and Nonautonomous Dynamical Systems. Proceedings CMSM4, The Fourth Conference of Mathematical Society of the Republic of Moldova: dedicated to the centenary of Vladimir Andrunachievici (1917-1997). June 28 \u2013July 2, Chisinau 2017, pp.255-258.\u00a0t<\/a><\/p>\n

174. Cheban D. N., Bohr\/Levitan Almost Periodic and Almost Automorphic Solutions of Linear Stochastic Differential Equations without Favard’s Separation Condition. Internationl Journal of Evolution Equations, 2017, Vol. 10, No.3-4, pp.349-389. (special issue dedicated to the memory of V. V. Zhikov).<\/p>\n

2016<\/strong><\/p>\n

173. Cheban D. N., Levitan\/Bohr Almost Periodic and Almost Automorphic Solutions of the Scalar Differential Equations. Mathematics & Information\u00a0Technologies: Research and Education (MITRE-2016),\u00a0\u00a0Chi\u015fin\u0103u,\u00a0Republic of Moldova, June 23-26, 2016, pp.18-19.<\/p>\n

172. Cheban D. N., Mammana C. and Michetti E., The Structure of Global Attractors for Non-Autonomous Perturbations of Discrete Gradient-Like Dynamical Systems.\u00a0Patterns of Dynamics: Conference in Honor of Bernold\u00a0Fiedler, Berlin July 25–29, 2016. Book of Abstracts and\u00a0Program,\u00a0p.28.<\/p>\n

171. Cheban D. N., Mammana C. and Michetti E., The Structure of Global Attractors for Non-Autonomous Perturbations of Discrete Gradient-Like Dynamical Systems. Journal of Difference Equations and Applications,\u00a0Vol.22, No.11, 2016, pp.1673–1697.<\/p>\n

2015<\/strong><\/p>\n

170. Cheban D. N., Mammana C. and Michetti E., Global attractors of non-autonomous difference equations: A growth model with endogenous population growth. Dynamical Systems and Applications, 24 (2015), no.1-2, pp.17-33.<\/p>\n

169. Cheban D. N., The Structure of Global Attractors for Non-Autonomous Gradient-Like Dynamical Systems. International conferences “Mathematics & Information Technologies: Research and Eduacation (MITRE-2015). Abstracts, Chisinau, July 2-4, 2015, p.21-22.<\/p>\n

168. Cheban D. N., Relation between Levinson center, chain recurrent set and center of Birkhoff for compact dissipative dynamical systems.\u00a0Bulletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.2 (78), 2015, pp.42–60.<\/p>\n

167. Cheban D.N. and Kalitine B.S., On the stability of gradient-like systems. International mathematical conference\u00a0\u00a0“Sixth Bogdanov reads on ordinary differential equations”, December 7-10, 2015.\u00a0\u00a0Abstracts of\u00a0conference, Vol.1, Minsk, 2015, pp.90-92.<\/p>\n

166. Cheban D.N. Global Attractors of Nonautonomous Dynamical and Control Systems. Interdisciplinary Mathematical Sciences, vol.18, River Edge, NJ:\u00a0World Scientific<\/a>, 2015, xxv+589 pp.<\/p>\n

165. Cheban David, Belitskii–Lyubich Conjecture for C-Analytic Dynamical Systems. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS SERIES, series B, Vol. 20, No. 3, 2015 pp. 945–959.<\/p>\n

2014<\/strong><\/p>\n

164. Cheban D. N. and Kalitine B. S., On the Stability of Gradient-Like Systems. International Journal of Evolution Equations,\u00a0\u00a0Vol.9, No.2, 2014, pp.151-166.<\/p>\n

163. Cheban D. N., Compact Global Attractors of Non-autonomous Gradient-Like Dynamical Systems.\u00a0Buletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.2 (75), 2014, pp.85–101.<\/p>\n

162. Cheban D. N., Birkhoff’s center of compact dissipative dynamical system. The Third Conference of Mathematical Society of the republic of Moldova, 19-23 August, 2014, Chisinau, Moldova. Proceedings IMCS-50. Chisinau, Inst. Math Comp. Science, Academy of Sciences of Moldova, 2014. p.239-242.<\/p>\n

161. Cheban D. N., Markus-Yamabe Conjecture for Non-Autonomous Systems. Nonlinear Analysis: TMA, Volume 95, 2014, pp.202\u2013218.<\/p>\n

160. Cheban D. N., Compact Global Chaotic Attractors of Discrete Control Systems. Nonautonomous and Stochastic Dynamical Systems, DOI: 10.2478\/msds-2013-0002, NSDS, 2014, pp.10-25.<\/p>\n

2013<\/strong><\/p>\n

159. Cheban D. N., Belitskii–Lyubich Conjecture for C-Analytic Dynamical Systems. Abstracts of the international conferences. Mathematics & Information Technologies: Research and Education (MITRE-2013). August 18-22, 2013, Chisinau (Republic of Moldova), pp.28-29.<\/p>\n

158. Caraballo Tomas and Cheban David, Almost Periodic Motions in Semi-Group Dynamical Systems and Bohr\/Levitan almost periodic solutions of Linear difference equations without Favard’s separation condition. Journal of Difference Equations and Applications, Volume 19, Issue 6, 2013, pp.872-897.<\/p>\n

157. Cheban D. N., Asymptotic Stability of Non-autonomus Dynamical Systems. Buletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.1 (71), 2013, pp.11-44.<\/p>\n

156. Cheban D. N. and Mammana C., Markus-Sell’s Theorem for Asymptotically Almost Periodic Systems. Chapter in the Book\u00a0\u00a0\u201eDynamical Systems: Theory, Applications and Future\u00a0Directions”. Editor:\u00a0Jean Michel Tchuenche (Atlanta, GA , USA).\u00a0Nova Science Publishers, 2013, pp.1–20.<\/p>\n

155. Cheban D. N., Lyapunov Stability of Non-Autonomous Dynamical Systems.\u00a0Nova Science Publishers Inc<\/a>, 2013,\u00a0xii+275 pp.<\/p>\n

154. Cheban D. N., Mammana C. and Michetti E., Global attractors of quasi-linear non-autonomous difference equations: A growth model with endogenous population growth. Nonlinear Analysis: series B, 14 (2013) pp.1716 -1731.<\/p>\n

153. Caraballo Tomas and Cheban David, Almost Periodic and Almost Automorphic Solutions of Linear Differential Equations. DCDS-A, vol. 33, no. 5, 2013, pp.1857-1882.<\/p>\n

152. Caraballo Tomas and Cheban David, On the Structure of the Global Attractor for Infinite-Dimensional Non-autonomous Dynamical Systems with Weak Convergence. Communications on Pure and Applied Analysis (CPAA), vol.12, no.1, 2013, pp. 281-302<\/p>\n

2012<\/strong><\/p>\n

151. Cheban D. N., Markus-Sell’s Theorem for Nonautonomous Dynamical Systems. Abstracts of the 20-th Conference on Applied and Industrial\u00a0Mathematics. Dedicated to Academician Mitrofan M. Ciobanu. Chisinau, August 22-25, 2012, p. 63.<\/p>\n

150. Cheban D. N. and Mammana C., Markus-Sell’s Theorem for Infinite Dimensional Asymptotically Almost Periodic Systems. Abstracts of the 9-th AIMS International Conference on “Dynamical Systems, Differential Equations and Applications”. July 1-5, 2012 Hyatt Regency Grand Cypress (Orlando, Florida, USA), .pp. 246.<\/p>\n

149. Cheban D. N. and Mammana C., Chaotic Attractors of Control Systems. Proceedings, 5th Chaotic Modeling and Simulation. International\u00a0Conference, 12-15 June 2012, Athene Grece, 2012, pp.131-138.<\/p>\n

148. Cheban D. N. and Mammana C., Chaotic Attractors of Control Systems. Book of abstracts Chaos 2012: 5-th Chaotic Modeling\u00a0and Simulation International Conference. Editor Christos H.\u00a0Skiadis. 12-15 June 2012 (Athene, Greece), pp. 29.<\/p>\n

147. Cheban D. N., Sell’s conjecture for Non-Autonomous Dynamical Systems. Nonlinear Analysis: TMA, Vol.75, no.7, 2012, pp.3393-3406.<\/p>\n

146. Caraballo Tomas and Cheban David, On the Structure of the Global Attractor for Non-autonomous Dynamical Systems with Weak Convergence. Communications in Pure and Applied Analysis, Vol.11, no.2, 2012, pp.809-828.<\/p>\n

145. Caraballo Tomas and Cheban David, On the Structure of the Global Attractor for Non-autonomous Difference Equations with Weak Convergence. Journal of Difference Equations and Applications, Volume 18, Issue 4, 2012, pp.535-551.<\/p>\n

2011<\/strong><\/p>\n

144. Cheban D. N., G. Sell’s conjecture for non-autonomous dynamical systems. Abstracts of international conferences. Mathematics & Information Technologies: Research and Education (MITRE-2011). Dedicated to the 65th aniversary of the Moldova State University. August 22-25, 2011, Chisinau (Republic of Moldova), pp. 32-34.<\/p>\n

143. Caraballo Tomas and Cheban David, Levitan\/Bohr Almost Periodic and Almost Automorphic Solutions of Second-Order Monotone Differential Equations. Journal of Differential Equations, Vol.251, No.3, 2011, pp.708-727.<\/p>\n

142. Caraballo Tomas and Cheban David, Almost Periodic and Asymptotically Almost Periodic Solutions of\u00a0\u00a0Lienard\u00a0Equation. DCDS-B, Vol.16, No.3, 2011, pp.703-717 .<\/p>\n

\u00a02010 <\/strong><\/p>\n

141. Cheban D. N., Kloeden P. E. and Schmalfuss B., Relation Between pullback and Global Attractors of Nonautonomous Dynamical Systems. Advances in Chaotic Dynamics and Applications. Stability, Oscilations and Optimization of Systems (Editors: C. Cruz-Hernandez and A. A. Martynyuk:\u00a0 Vol. 4, Cambridge Scientific Publishers, 2010, 280 pp.), pp.1-21.<\/p>\n

140. Cheban D. N., Global Attractors of Set-Valued Dynamical and Control Systems.\u00a0Nova Science Publishers Inc<\/a>, New York, 2010, xvii+269 pp.<\/p>\n

139. Cheban D. N., Compact Global Attractors of Control Systems. Journal of Dynamical and Control Systems, vol.16 (2010), no.1, pp. 23–44.<\/p>\n

138. Boularas Driss and Cheban David, Asymptototic Stability of Switching Systems. Electronical Journal of Differential Equations, 2010 (2010), no.21, pp.1-18.<\/p>\n

2009<\/strong><\/p>\n

137. Cheban D. N. and Mammana C., A\u00a0\u00a0Invariant Manifolds, Almost Periodic and Almost Automorphic Solutions of Seconde-Order Monotone Equations. New Research on Evolution Equations: Editor G. M. N’Guerekata. Nova Science Publishers, Inc. New York, 2009, pp.123–145.<\/p>\n

136. Cheban D. N., Kloeden P. E. and Schmalfuss B., Relation Between pullback and Global Attractors of Nonautonomous Dynamical Systems. Advances in Chaotic Dynamics and Applications. Stability, Oscilations and Optimization of Systems. Editors: C. Cruz-Hernandez and A. A. Martynyuk:\u00a0\u00a0Vol. 4, Cambridge Scientific Publishers, 2009, 280 pp.<\/p>\n

135. Cheban D. N., Asymptotically Almost Periodic Solutions of Differential Equations.\u00a0Hindawi Publishing Corporation<\/a>, New York, 2009, ix+186 pp.<\/p>\n

134. Caraballo T. and Cheban D., Almost Periodic and Almost Automorphic Solutions of Linear Differential\/Difference Equations without Favard’s Separation Condition.II J. Differential Equations, 246 (2009), pp.1164–1186.<\/p>\n

133. Caraballo T. and Cheban D., Almost Periodic and Almost Automorphic Solutions of Linear Differential\/Difference Equations without Favard’s Separation Condition.I J. Differential Equations, 246 (2009), pp.108–128.<\/p>\n

132. Cheban D. N., Mammana C. and Michetti E., Global Attractors of Nonautonomous Difference Equations.\u00c2\u00a0\u00a0Bulletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.1 (59), 2009, pp.45–57.<\/p>\n

2008<\/strong><\/p>\n

131.\u00a0<\/strong>Cheban D. N. and Schmalfuss B., Invariant Manifolds, Global Attractors, Almost Automrphic and Almost Periodic Solutions of Non-Autonomous Differential Equations. J.Math.Anal.Appl., 340, no.1 (2008), 374-393.<\/p>\n

130. Cheban D. N., Levitan Almost Periodic and Almost Automorphic Solutions of V-monotone Differential Equations. J. Dyn. Diff. Eqns, Vol.20, No.3, 2008, pp.669–697.<\/p>\n

129. Cheban D. N., Mammana C. and Michetti E., Global Attractors of Quasi-Linear Non-Autonomous Difference Equations.\u00a0Buletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.1 (56), 2008, pp.84–104.<\/p>\n

2007<\/strong><\/p>\n

128. D. Cheban and C. Mammana. Invariant Manifolds and Almost Automorphic Solutions of Second-Order Monotone Equations.\u00a0Proceedings:\u00a0<\/em>EQUADIFF 11. International cnference on differential equations: Czecho-Slovak series.<\/em><\/a>\u00a0Comenius University, Bratislava, SLOVAKIA,July 25 – 29, 2007, pp.141-147.\u00a0<\/em><\/p>\n

127. D. Cheban and C. Mammana. Continuous Dependence of Attractors on Parameters of Non-Autonomous Dynamical Systems and Infinite Iterated Function Systems.\u00a0Discrete and Continuous Dynamical Systems, Vol. 18, No.2-3, 2007, 499-515.\u00a0<\/em><\/p>\n

2006<\/strong><\/p>\n

126. D. Cheban. Markus-Yamabe Conjecture.\u00a0Communications, The 14-th Conference of Applied and Industrial Mathematics. Chisinau, August 17-19, 2006, pp.107-110.\u00a0<\/em><\/p>\n

125. D. Cheban and C. Mammana. Global Attractors and Almost Periodic Solutions of V-Monotone Non-Autonomous Dynamical Systems.\u00a0International Congress of Mathematicians, Madrid 2006. Abstracts (Posters, Short Communications, Mathematical Software, Other Activities), p.373.\u00a0<\/em><\/p>\n

124. D. Cheban, C. Mammana and E. Michetti. Global Attractors of Non-Autonomous Difference Equations.\u00a06th AIMS International Conference on Dynamical Systems and Differential Equations, June 25-28, 2006, Poitiers, FRANCE, p.103.\u00a0<\/em><\/p>\n

123. D. Cheban and C. Mammana. Compact Global Attractors of Discrete Inclusions.\u00a0Nonlinear Analysis, v.65 , No.8, 2006, pp.1669-1687.\u00a0<\/em><\/p>\n

122. D. Cheban and C. Mammana. Almost Periodic Solutions of Non-Autonomous Beverton-Holt Difference Equations.\u00a0WSEAS TRANSACTIONS on SYSTEMS, Issue 5, Volume 5, May 2006, pp.1048-1053.\u00a0<\/em><\/p>\n

2005<\/strong><\/p>\n

121. Cheban D. N., Dynamical systems in the works of moldavian mathematicians.Elemente de istorie a matematicii si matematica in republica Moldova (Editors: Choban M. M. and Valuta I. I.).\u00a0Chisinau, 2006, pp.361–367.<\/p>\n

120. D. Cheban and C. Mammana. Invariant Manifolds, Almost Periodic and Almost Automorphic Solutions of Second-Order Monotone Equations.\u00a0International Journal of Evolution Equations, Vol.1, No.4, 2005, pp.319-343.<\/em><\/p>\n

119. D. Cheban and C. Mammana. Invariant Manifolds and Almost Automorphic Solutions of Second-Order Monotone Equations.\u00a0Book of Abstracts EQUADIFF 11. International conference on differential equations: Czecho-Slovak series. Comenius University, Bratislava, SLOVAKIA, July 25 – 29, 2005, pp.14.\u00a0<\/em><\/a><\/p>\n

118. D. Cheban and C. Mammana. Absolute Asymptotic Stability of Discrete Linear Inclusions.\u00a0Buletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.1 (47), 2005, pp.43-68.\u00a0<\/em><\/p>\n

117. D. Cheban and C. Mammana. Relation between Different Types of Global Attractors of Non-Autonomous Set-Valued Dynamical Systems.\u00a0Set-Valued Analysis, Vol.13, No.3, 2005, pp.291-321.\u00a0<\/em><\/p>\n

116. D. Cheban and C. Mammana. Invariant Manifolds, Global Attractors and Almost Periodic Solutions of Non-autonomous Difference Equations.\u00a0Equadiff 2003. Proceedings of the International Conference on Differential Equations. Hasselt, Belgium 22-26 July 2003. Singapore: World Scientific, 2005, pp.833-838.\u00a0<\/em><\/p>\n

115. D. Cheban and C. Mammana. Relation Between Different Types of Stabilities of Linear Non-Autonomous Dynamical Systems.\u00a0Proceedings of International Conference: 2004-Dynamical Systems and Applications, pp.205-227, July 5-10, 2005, Antalya, Turkey.\u00a0<\/em><\/p>\n

2004<\/strong><\/p>\n

114. D. Cheban and C. Mammana. Invariant Manifolds, Global Attractors and Almost Periodic Solutions of Non-autonomous Difference Equations.\u00a0Nonlinear Analysis, Series A, vol.56, No.4, 2004, pp.465-484.\u00a0<\/em><\/p>\n

113. D. Cheban. Global Attractors of Nonautonomous Dissipative Dynamical Systems.\u00a0Interdisciplinary Mathematical Sciences 1. River Edge, NJ: World Scientific, 2004, xxiii+502 pp.<\/em><\/a><\/p>\n

112. D. Cheban and C. Mammana. Relation between Different Types of Stabilities for Linear Non-Autonomous Dynamical Systems.\u00a0International Conference “Dynamical Systems and Applications – 2004”. Book of Abstracts. July 05-10, 2004, Antalya, Turkey, p.32.<\/em><\/p>\n

111. D. Cheban and C. Mammana. Compact Global Chaotic Attractors of Discrete Control Systems.\u00a0International Conference “Differential Equations and Related Topics”. Book of Abstracts. Moscow, May 16-22, 2004, p.44.<\/em><\/p>\n

110. D. Cheban and C. Mammana. Asymptotic Stability of Autonomous and Non-Autonomous Discrete Linear Inclusions.\u00a0Buletinul Academiei de Stiinte a Republicii Moldova. Matematica, No.3 (46), 2004, pp.41-52.\u00a0<\/em><\/p>\n

109. D. Cheban and J. Duan, Almost Periodic Solutions and Global Attractors of Nonautonomous Navier-Stokes Equations.\u00a0Journal of Dynamics and Differential Equations, vol.16, No.1, 2004, pp. 1-34.\u00a0<\/em><\/p>\n

108. D. Cheban and J. Duan, Recurrent Motions and Global Attractors of Nonautonomous Lorenz Systems.\u00a0Dynamical Systems: An International Journal, vol.19, No.1, 2004, pp.41-59.\u00a0<\/em><\/p>\n

2003<\/strong><\/p>\n

107. D. Cheban, J. Duan and A. Gherco. Generalization of Second Bogoliubov’s Theorem for Non-Almost Periodic Systems.\u00a0Nonlinear Analys: Real World Applications, vol.4, No.4, 2003, pp.599-613.\u00a0<\/em><\/p>\n

106. D. Cheban and C. Mammana. Upper Semicontinuity of Attractors of Set-Valued Nonautonomous Dynamical Systems.\u00a0International Journal of Pure and Applied Mathematics, vol.4, No.5, 2003, pp.385-418.\u00a0<\/em><\/p>\n

105. D. Cheban, P. Kloeden and B. Schmalfuss. Global Attractors of V-monotone Nonautonomous Dynamical Systems.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 2003. No.1(41), pp.47-57.\u00a0<\/em><\/p>\n

104. V.P. Bongolan-Walsh, D. Cheban and J. Duan. Recurrent Motions in the Nonautonomous Navier-Stokes System.\u00a0Continuous and Disrete Dynamical Systems – serie B, vol.3, No.2, 2003, pp.255-262.\u00a0<\/em><\/p>\n

103. D. Cheban, J. Duan and A. Gherco. Heteroclinic Points of Multi-dimensional Dynamical Systems.\u00a0Electronic Journal of Differential Equations, vol.2003(2003), No.41, pp.1-21.\u00a0<\/em><\/p>\n

102. D. Cheban. Global Attractors of Dynamical Systems.\u00a0Electronic Journal Differential Equations and Control Processes. vol.3, pp.1-56.\u00a0<\/em><\/p>\n

101. D. Cheban. Almost Periodic Solutions of Monotone Almost Periodic Equations.\u00a0International Conference on Differential Equations. Equadiff’03 (July 22-26, Hasselt, BELGIUM), p.25.<\/em><\/p>\n

100. D. Cheban and C. Mammana. Invariant manifolds, Global attractors and Almost Periodic Solutions of Non-autonomous Difference Equations.\u00a0International Conference on Differential Equations. Equadiff’03 (July 22-26, Hasselt, BELGIUM), p.25.<\/em><\/p>\n

2002<\/strong><\/p>\n

99. D. Cheban, P. Kloeden and B. Schmalfuss. The relation between Pullback and Global Attractors of Nonautonomous Dynamical Systems.\u00a0Nonlinear Dynamics and Systems Theory, vol.2, No.2(2002), pp.9-28.\u00a0\u00a0<\/em><\/p>\n

98. D. Cheban. Upper Semicontinuity of Attractors of Nonautonomous Dynamical Systems for Small Perturbations.\u00a0Electronic Journal of Differential Equations, vol.2002(2002), No.42, pp.1-21.\u00a0<\/em><\/p>\n

97. D. Cheban. Global Attractors of Nonautonomous Dynamical Systems. (Press of the State University of Moldova, Chisinau, MOLDOVA. (in Russian)<\/p>\n

96. D. Cheban. Asymptotical Almost Periodic Solutions of Differential Equations. (Press of the State University of Moldova, Chisinau, MOLDOVA. (in Russian)<\/p>\n

2001<\/strong><\/p>\n

95. D. Cheban. Global Attractors of Quasihomogeneous Nonautonomous Dynamical Systems.\u00a0Electronic Journal of Differential Equations, vol.2001(2001), No.10, pp.1-19.\u00a0<\/em><\/p>\n

94. D. Cheban. Global Attractors of Quasihomogeneous Nonautonomous Dynamical Systems.\u00a0Proceedings of the International Conference on Dynamical Systems and Differential Equations (May 18-21, Kennesaw, USA). Discrete and Continuous Dynamical Systems, 2001, Added Volume, pp.96-101.\u00a0<\/em><\/p>\n

93. D. Cheban. The Ordinary Differential Equations.\u00a0Problem Solver. (Press of the State University of Moldova, Chisinau, MOLDOVA), 408 p.<\/em><\/p>\n

92. D. Che. Uniform Exponential Stability of Linear Periodic Systems in Banach Spaces.\u00a0Electronic Journal of Differential Equations, vol. 2001 (2001), No.03, pp.1-12.\u00a0<\/em><\/p>\n

91. D. Cheban, B. Schmalfuss and P. Kloeden. Pullback Attractors in Dissipative Nonautonomous Differential Equations under Discretization.\u00a0Journal of Dynamics and Differential Equations, vol.13, No.1, pp.185-213.\u00a0<\/em><\/p>\n

90. D. Cheban. An analog of the Cameron-Johnson’s Theorem for Linear C-analytic Equations in Hilbert space.\u00a0Proceedings of the International Conference on Differential Equations and Related Topics dedicated to the Centenary Anniversary of Ivan Petrovskii (May 22-27, Moscow, RUSSIA), pp.86-87.<\/em><\/p>\n

89. D. Cheban. Global Pullback Atttactors of C-Analytic Nonautonomous Dynamical Systems.\u00a0First Conference of the Mathematical Society of Republic of Moldova (August 16-18, Chisinau, MOLDOVA). (in Russian)<\/em><\/p>\n

88. D. Cheban. Global Pullback Atttactors of C-Analytic Nonautonomous Dynamical Systems.\u00a0Stochastics and Dynamics. vol.1(2001), No.4, pp.511-535.<\/em><\/p>\n

87. D. Cheban. Global Pullback Atttactors of C-Analytic Cocycles.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, No.2(36), pp.65-74.<\/em><\/p>\n

86. D. Ceban and A. Suba. Problemele de Ecuatii Diferentiale.\u00a0Press of the State University of Moldova (Chisinau, MOLDOVA). (in Russian)<\/em><\/p>\n

2000<\/strong><\/p>\n

85. D. Cheban, P. Kloeden and B. Schmalfuss. Pullbac Attractors under Discretization.\u00a0Proceeding EQUADIFF’99 (Berlin, GERMANY), vol.2 (Edited by B. Fiedler, K. Groger and J. Sprekels). World Scientific 2000, pp.1024-1029.<\/em><\/p>\n

84. D. Cheban. Uniform Exponential Stability of Linear Almost Periodic Systems in Banach spaces.\u00a0Electronic Journal of Differential Equations, vol.2000(2000), No.29, pp.1-18.\u00a0<\/em><\/p>\n

83. D. Cheban. The Analog of the Cameron-Johnson’s Theorem for Linear C-analytic Equations in Hilbert Space.\u00a0Mathematical Notes, vol.68, No.6 (2000), pp.935-938.\u00a0<\/em><\/p>\n

1999<\/strong><\/p>\n

82. I. Bronshteyn, D. Cheban and N. Vulpe. Boris Alexeevich Shcherbakov (A tribute in honor of his 75th birthday).\u00a0Bul. Acad. Stiinte Repub. Mold., Mat. 1999, no. 1, pp.130–134.<\/em><\/p>\n

81. D. Cheban B. Schmalfuss. Global Attractors of Nonautonomous Disperse Dynamical Systems and Differential Inclusions.\u00a0Bulletin of Academy of sciences of Republic of Moldova. Mathematics, 1999, No.1(29), pp.3-22.\u00a0<\/em><\/p>\n

80. D. Cheban. Global Attractors of Non-autonomous Dynamical Systems and Almost Periodic Limit Regimes of Some Classes of Evolutionary Equations.\u00a0Anale Faculatii de Matimatica si Informatica, vol.1, 1999, pp.1-26.\u00a0<\/em><\/p>\n

79.\u00a0D. Cheban. Relations Between Different Types of Stability of Linear Almost Periodic Systems in Banach Spaces.\u00a0Electronic Journal of Differential Equations, vol.1999 (1999), No.46, pp.1-9.\u00a0<\/em><\/p>\n

1998<\/strong><\/p>\n

78. Cheban D. N., Letter to the editors: “Bounded solutions of linear almost periodic systems of differential equations”[Izv. Ross. Akad. Nauk Ser. Mat. 62 (1998), no. 3, 155–174.] Izv. Ross. Akad. Nauk Ser. Mat.\u00a0 63 (1999),\u00a0 no. 3, 224.<\/p>\n

77. D. Cheban. Global Attractors of Infinite-dimensional Non-autonomous Dynamical Systems, II.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1998, No.2 (27), p.25-38.<\/em><\/p>\n

76. D. Cheban. The Asymptotics of Solutions of Infinite-dimensional Homogeneous Dynamical Systems.\u00a0Mathematical Notes, 1998, vol.63, No.1, p.115-126.\u00a0<\/em><\/p>\n

75. D. Cheban. Bounded Solutions of Linear Almost Periodic Systems of Differential Equations.\u00a0Bulletin of Academy of Sciences of Russia, Mathematics Series, 1998, vol.62, No.3, p.155-174.\u00a0<\/em><\/p>\n

1997<\/strong><\/p>\n

74. D. Cheban. Global Attractors of Infinite-dimensional Nonautonomous Dynamical Systems, I.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1997, No.3 (25), p.42-55.\u00a0<\/em><\/p>\n

73. D. Cheban. Higher Mathematics (brief handbook).\u00a0Evrika (Chisinau, MOLDOVA), 1997, 70 p. (in Russian).<\/em><\/p>\n

72. D. Cheban. Higher Mathematics (brief handbook).\u00a0Evrika (Chisinau, MOLDOVA), 1997, 70 p. (in Romanian).<\/em><\/p>\n

1995<\/strong><\/p>\n

71. D. Cheban. On the Structure of Compact Asymptotically Stable Sets of C-analytic Almost Periodic Systems.\u00a0Abstract of the speech at Scientific Conference at Moldavian State University (Chisinau, MOLDOVA), 1995.<\/em><\/p>\n

70. D. Cheban. Converse of the Lyapunov’s theorem on Asymptotic Stability by the First Approximation for C-analytic Non-autonomous Systems.\u00a0Mathematical Notes, 1995, vol.57, No.1, p.139-142.<\/em><\/p>\n

69. D. Cheban. Global Attractors of Infinite-dimensional Systems, II.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1995, No.1 (17), p.28-37.<\/em><\/p>\n

68. D. Cheban and D. Fakeeh. Global Attractors of Infinite-dimensional Systems, III.\u00a0Bulletin of Academy of sciences of Republic of Moldova. Mathematics, 1995, No.2-3 (18-19), p.3-13.<\/em><\/p>\n

67. D. Cheban. On the Structure of Compact Asymptotically Stable Sets of C-analytic Almost Periodic Systems.\u00a0Differential Equations, 1995, vol.31, No.12, p.2025-2028.<\/em><\/p>\n

1994<\/strong><\/p>\n

66. D. Cheban and D. Fakeeh. Global Attractors of Dynamical Systems without Uniqueness.\u00a0Sigma (Chisinau, MOLDOVA), 1994. (in Russian)<\/em><\/p>\n

65. D. Cheban. Global Attractors of Infinite-dimensional Systems, I.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1994, No.2 (15), p.12-21.<\/em><\/p>\n

1993<\/strong><\/p>\n

64. D. Cheban and D. Fakeeh. Connectivity of the Levinson’s Centre of Compactly Dissipative Dynamical System without Uniqueness.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1993, No.1 (11), p.15-22.<\/em><\/p>\n

1992<\/strong><\/p>\n

63. D. Cheban. Some Problems of the Theory of Dissipative Dynamical Systems, II.Functional Methods in the Theory of Differential Equations (Mathematical researches, issue 124), p.106-122.<\/em><\/p>\n

62. D. Cheban and D. Fakeeh. Asymptotic Stability of Compact Semi-invariant Sets of Disperse Dynamical Systems and Dynamical Systems with Multi-dimensional Time.\u00a0Preprint, Mold NIINTI, 1992, No.1276.<\/em><\/p>\n

61. D. Cheban. Locally Dissipative Dynamical Systems and Some of Their Applications.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1992, No.1 (8), p.7-14.<\/em><\/p>\n

60. D. Cheban and D. Fakeeh. Disperse Dissipative Dynamical Systems.\u00a0Abstracts of 8th International Conference EquaDiff-92 (1992,Samarkand, USSR), p.115.<\/em><\/p>\n

59. D. Cheban. Global Uniform Asymptotic Stability of Solutions of Nonautonomous Systems.\u00a0Abstract of the speech at the Republican Scientifically-methodical Conference (1992, Odessa, UKRAINE), vol. 1, p.23.<\/em><\/p>\n

1991<\/strong><\/p>\n

58. D. Cheban and D. Fakeeh. Discontinuous Dissipative Dynamical Systems.Collection “Discontinuous dynamical systems”, abstract of the speech at the Scientific School-seminar (September 17-20, 1991, Uzhgorod, UKRAINE), p.69.<\/em><\/p>\n

57. D. Cheban and D. Fakeeh. Dissipative Dynamical Systems with Multi-dimensional Time and Disperse Dynamical Systems.\u00a0Speech thesis at scientific conference, preprint, Mold NIINTI, 1991, No.1229.<\/em><\/p>\n

56. D. Cheban. Dissipative Functional Differential Equations.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1991, No.2 (6), p.3-12.<\/em><\/p>\n

55. D. Cheban. Biasymptotically Almost Periodic Solutions of Differential Equations.\u00a0Abstracts of the International Conference of Differential Equations (1991, Moscow, RUSSIA), Uspekhi Matematicheskikh Nauk, vol. 46, p.199.<\/em><\/p>\n

1990<\/strong><\/p>\n

54. D. Cheban. On the Structure of the Levinson’s Centre of Dissipative Dynamical Systems with the Hyperbolicity Condition on the Closure of a Set of Recurrent Motions.\u00a0Differential Equations, vol. 26, No.5, p.913-914.<\/em><\/p>\n

53. D. Cheban. On the Structure of the Levinson’s Centre of a Dissipative Dynamical System with the Hyperbolicity Condition on the Set of Recurrent Motions.\u00a0Bulletin of Academy of Sciences of Republic of Moldova. Mathematics, 1990, No.2 (3), p.34-43.<\/em><\/p>\n

52. D. Cheban. Homoclinical Trajectories of Nonautonomous Systems.\u00a0Abstract of the speech at the 2nd All-Union conference on Nonlinear Oscillations of Mechanical Systems (1990, Gorky, USSR). (in Russian)<\/em><\/p>\n

51. D. Cheban and D. Fakeeh. Dissipative Dynamical Systems with Multi-dimensional Time and Disperse Dynamical Systems.\u00a0Speech thesis at Scientific Conference at the State University of Moldova (1990, Chisinau, USSR). (in Russian)<\/em><\/p>\n

50. D. Cheban. Integral equations.\u00a0Teaching-methodical manual at the section “Differential and integral equations” of the course of high mathematics for the students of the faculty of physics (1990, State University of Moldova). (in Russian)<\/em><\/p>\n

1989<\/strong><\/p>\n

49. D. Cheban. Nonautonomous Dissipative Dynamical Systems with a Hyperbolic Subset of Centre (one-dimensional case).\u00a0Mathematical Notes, vol. 45, No.6, p. 93-98.<\/em><\/p>\n

48. D. Cheban. On One problem of Hale.\u00a0Abstract of the speech at the 7th All-Union Conference of the Qualitative Theory of Differential Equations (1989, Riga, USSR), p.227.<\/em><\/p>\n

47. D. Cheban. Some Problems of the Theory of Dissipative Dynamical Systems, I.Differential equations and mathematical physics (Chisinau, USSR, “Shtiintsa”), p. 147-163.<\/em><\/p>\n

46. D. Cheban. On One Problem of Hale.\u00a0Mathematical Notes, vol. 46, No.1, p. 120-121.<\/em><\/p>\n

45. D. Cheban. Nonautonomous Dynamical Systems with Convergence.\u00a0Differential Equations, vol. 25, No.9, p.1633-1635.<\/em><\/p>\n

1988<\/strong><\/p>\n

44. D. Cheban. Impulse and Difference Dissipative Systems with Periodic Coefficients.\u00a0Research on Differential Equations and Mathematical Analysis (Chisinau, “Shtiintsa”), p.127-142.<\/em><\/p>\n

43. D. Cheban. Averaging Principle on the Semi-axis for Dissipative Systems.Dynamical Systems and Equations of Mathematical Physics (Chisinau, “Shtiintsa”), p.149-161.<\/em><\/p>\n

42. D. Cheban. On the Structure of the Levinson Centre’s of Dissipative Dynamical Systems.\u00a0Differential Equations, vol. 24, No.6, p.1086.<\/em><\/p>\n

41. D. Cheban. Nonautonomous Dissipative Dynamical Systems. Method of Lyapunov Functions.\u00a0Problems of the Qualitative Theory of Differential Equations, (Novosibirsk, USSR), p.56-64.<\/em><\/p>\n

40. D. Cheban. On the Structure of the Levinson’s Centre of Dissipative Dynamical Systems.\u00a0Differential Equations, vol. 24, No.9, p.1564-1576.<\/em><\/p>\n

1987<\/strong><\/p>\n

39. D. Cheban. Nonautonomous Dissipative Dynamical Systems. Method of Lyapunov functions.\u00a0Differential Equations, vol. 23, No.3, p.464-474.<\/em><\/p>\n

38. D. Cheban. Boundedness, Dissipativity and Almost Periodicity of Solutions of Linear and Weakly Nonlinear Systems of Differential Equations.\u00a0Dynamical Systems and Boundary Value Problems (Chisinau, “Shtiintsa”), p.143-159.<\/em><\/p>\n

37. D. Cheban and B. Scherbakov. Barbashin-Krasovsky’s Theorem for Nonautonomous Dynamical Systems.\u00a0Abstract of the speech at the 5th All-Union Chetaev Conference on Analytic Mechanics, Stability and Motion Control (1987, Kazan, USSR), p.106.<\/em><\/p>\n

1986<\/strong><\/p>\n

36. D. Cheban. Nonautonomous Dissipative Dynamical Systems.\u00a0Soviet Mathematical Report, vol. 33, No.1, p.207-210.<\/em><\/p>\n

35. D. Cheban. One Test of the Convergence of Nonlinear Systems in Hilbert Spaces.\u00a0Differential Equations and Their Invariants (Chisinau, “Shtiintsa”), p.136-143.<\/em><\/p>\n

34. D. Cheban. Test of the Convergence of Nonlinear Systems by the First Approximation.\u00a0Differential Equations and Their Invariants (Chisinau, “Shtiintsa”), p.144-150.<\/em><\/p>\n

33. D. Cheban. Nonautonomous Dynamical Systems. Lyapunov Functions’ Method.Abstract of the speech at the 6th All-Union Conference on Qualitative Theory of Differential Equations (1986, Irkutsk, USSR), p.197-198.<\/em><\/p>\n

32. D. Cheban. C-analytic Dissipative Dynamical Systems.\u00a0Differential Equations, vol. 22, No.11, p.1915-1922.<\/em><\/p>\n

31. D. Cheban. On Nonautonomous Dissipative Dynamical Systems.\u00a0Uspekhi Matematicheskikh Nauk, vol. 41, No.4 (250), p.169.<\/em><\/p>\n

30. D. Cheban. Quasiperiodic Solutions of Dissipative Systems with Quasiperiodic Coefficients.\u00a0Differential Equations, vol. 22, No.2, p.267-278.<\/em><\/p>\n

1985<\/strong><\/p>\n

29. D. Cheban. On the Second Lyapunov’s Method in the Theory of Stability of Dynamical Systems.\u00a0Differential Equations and Dynamical Systems (1985, Chisinau, “Shtiintsa”), p.139-147.<\/em><\/p>\n

28. D. Cheban. Nonautonomous Dissipative Dynamical Systems.\u00a0Differential Equations, vol. 21, No.5, p.913-914.<\/em><\/p>\n

27. D. Cheban. C-analytic Dissipative Dynamical Systems.\u00a0Abstracts of the 3rd International Conference of Differential Equations and Applications (1985, Roosse, BULGARIA), p.141.<\/em><\/p>\n

1984<\/strong><\/p>\n

26. D. Cheban. Dynamical Systems of Translations in the Spaces of Functions and Distributions.\u00a0Research on the Functional analysis and differential equations. Kishinev, ”Shtiintsa”, 1984, p. 130-142.<\/em><\/p>\n

25. D. Cheban. Periodic and Quasiperiodic Solutions of Linear Differential Equations.\u00a0Differential Equations, vol. 20, No.8, p.1455-1456.<\/em><\/p>\n

24. D. Cheban. On the Stability of Levinson’s Centre of Nonautonomous Dissipative Dynamical Systems.\u00a0Differential Equations, vol. 20, No.11, p.2016-2018.<\/em><\/p>\n

1983<\/strong><\/p>\n

23. D. Cheban. Compatible Solutions of the Differential Equation x\u00e2\u20ac\u2122\u00e2\u20ac\u2122=f(t,x) in a Hilbert Space.\u00a0Research on Differential Equations (1983, Chisinau, “Shtiintsa”), p.101-111.<\/em><\/p>\n

22. D. Cheban. Compatible Solutions of Linear Partial Differential Equations.Research on Differential Equations (Chisinau, “Shtiintsa”), p.112-122.<\/em><\/p>\n

21. D. Cheban. Dissipative Dynamical Systems.\u00a0Abstract of the speech at the 2nd Scientific Conference on Differential Equations (1983, University of Sciences and Technology, Alger, ALGERIE), p.40-41.<\/em><\/p>\n

1981<\/strong><\/p>\n

19. D. Cheban and I. Cheban. Anti Almost Periodic Solutions of Differential Equations.\u00a0Research on the Functional Analysis and Differential Equations (1981, Chisinau, “Shtiintsa”), p.100-108.<\/em><\/p>\n

18. D. Cheban and A. Shipkov. Bounded Solutions of Differential Equations with Complex Time.\u00a0Research on the Functional Analysis and Differential Equations (1981, Chisinau, “Shtiintsa”), p.116-123.<\/em><\/p>\n

1980<\/strong><\/p>\n

17. D. Cheban. Some Theorems of Injection of Dynamical Systems.\u00a0Algebraic Invariants of Dynamical Systems (1980, Chisinau, “Shtiintsa”), p.118-122.<\/em><\/p>\n

16. D. Cheban. Theory of Linear Differential Equations (selected chapters).\u00a01980, Chisinau, “Shtiintsa”. (in Russian)<\/em><\/p>\n

1979<\/strong><\/p>\n

15. D. Cheban and B. Scherbakov. Asymptotically Almost Periodic Solutions of Linear and Quasi-linear Differential Equations.\u00a0Speech thesis at the All-Union Conference on Asymptotic Methods of the Theory of Singularly-perturbed Equations, part 1 (1981, Alma-Ata, USSR), p.164-165.<\/em><\/p>\n

14. D. Cheban. Linear Differential Equations Satisfying the Condition of Favard.Abstract of the speech at the 5th All-Union Conference of the Qualitative Theory of Differential Equations (1979, Chisinau, USSR), p.181-182.<\/em><\/p>\n

13. D. Cheban and I. Cheban. Anti Almost Periodic Solutions of Differential Equations.\u00a0Abstract of the speech at the 5th All-Union Conference of the Qualitative Theory of Differential Equations (1979, Chisinau, USSR), p.181-182.<\/em><\/p>\n

1978<\/strong><\/p>\n

12. D. Cheban. Some Properties of Linear Systems of Differential Equations with Asymptotically Almost Periodic Coefficients.\u00a0Differential Equations, vol.14, No.5, p.940-942.<\/em><\/p>\n

11. D. Cheban and V. Amelkin. Periodic Solutions of Differentially-operational Equations.\u00a0Abstract of the speech at the 4th All-Union School of the Theory of Operators in the Functional Spaces (1978, Minsk, USSR), p.9-10.<\/em><\/p>\n

10. D. Cheban and V. Chernii. On a Question of Exponential Dichotomy on Semi-axis of Solutions of Differential Equations.\u00a0Differential Equations, vol. 14, No.11, p.2012-2018.<\/em><\/p>\n

1977<\/strong><\/p>\n

9. D. Cheban. On the Boundedness and Asymptotic Almost Periodicity of Solutions of Differential Equations Solutions.\u00a0Mathematical Sciences, No.1, p.72-76.<\/em><\/p>\n

8. D. Cheban. On the Comparability of Points of Dynamical Systems with Regard to the Character of the Recurrence Property in the Limit.\u00a0Mathematical Sciences, No.1, p.66-71.<\/em><\/p>\n

7. D. Cheban and B. Scherbakov. Poisson Asymptotic Stability of Motions of Dynamical Systems and their Comparability with Regard to the Recurrence Property in the Limit.\u00a0Differential Equations, vol. 13, No.5, p. 898-906.<\/em><\/p>\n

6. D. Cheban. Poisson Asymptotic Stability of Solutions of Operational Equations.Differential Equations, vol.13, No.8, p.978-983.<\/em><\/p>\n

5. D. Cheban. On the Problem of Structural Stability of Linear Systems of Differential Equations with Almost Periodic Coefficients.\u00a0Differential Equations, vol.13, No.11, p.2099-2101.<\/em><\/p>\n

1976<\/strong><\/p>\n

4. D. Cheban and B. Scherbakov. Poisson Asymptotically Stable Motions of Dynamical Systems.\u00a0Abstract of the speech at the 4th All-Union Conference on the Qualitative Theory of Differential Equations (1976, Ryazan, USSR), p.173.<\/em><\/p>\n

1974<\/strong><\/p>\n

3. D. Cheban. Uniformly Isochron Solutions of Linear System of Differential Equations.\u00a0Mathematical researches, vol.32, No.2, p.204-213.<\/em><\/p>\n

2. D. Cheban. Poisson Asymptotically Stable Solutions of Non-linear Differential Eequations.\u00a0Mathematical researches, vol.37, No.3, p.231-237.<\/em><\/p>\n

1973<\/strong><\/p>\n

1. D. Cheban. On the Asymptotic Behavior of Solutions of Differential Equations.Abstract of the speech at the 3rd All-Union Conference on the Qualitative Theory of Differential Equations (1973, Samarkand, USSR), p.216.<\/em><\/p>\n

 <\/p>\n

 <\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n

\n
<\/div>\n
\n
\n
Other<\/div>\n
\n

Grants awarded<\/a><\/p>\n

 <\/p>\n

 <\/p>\n

2015<\/strong><\/p>\n

The Visiting Scholar Grant for collaboration with teaching\u00a0and research activity (September\u2013November 2015, Italy, Macerata).<\/p>\n

2014<\/strong><\/p>\n

FP7-PEOPLE-2012-IRSES-316338 (August–October 2014, University of Sao Paulo, Sao Carlos, Brazil), Visiting Professor.<\/p>\n

2013<\/strong><\/p>\n

FP7-PEOPLE-2012-IRSES-316338 (May\u2014June 2013,Belorussian State University, Minsk, Belorussia), Visiting Professor.<\/p>\n

Erasmus Mundus — EMERGE scholarship (December 2013 \u2013 January 2014, University of Granada, Granada, Spain), Visiting Professor.<\/p>\n

2012<\/strong><\/p>\n

FP7-PEOPLE-2012-IRSES-316338 (2012–2014 years).<\/p>\n

PROGRAMMI DI RICERCA SCIENTIFICA DI RILEVANTE INTERESSE NAZIONALE RICHIESTA DI COFINANZIAMENTO\u00a0(<\/strong>Ministero dell’ Istruzione dell’ Universit\u00a0 e della Ricerca, Italy).\u00a0University of Macerata (May – August 2012) under the Grant PRIN-2009, Visiting Professor.<\/p>\n

2010<\/strong><\/p>\n

The Programa de Movilidad de Profesores Universitarios y Extranjeros (Ministerio de Educacion, Spain) grant SAB2009-0078 (University of Seville, Seville, Spain: February 2010 – September 2010), Visiting Researcher.<\/p>\n

Proiectul\u00a0Comport\u0103ri asimptotice \u015fi control \u00een sisteme de evolu\u0163ie guvernate de ecua\u0163ii diferen\u0163iale<\/em><\/strong>\u00a0din cadrul Programului de stat\u00a0Cercet\u0103ri fundamentale \u015fi aplicative \u00een matematic\u0103<\/em><\/strong>\u00a0(Nr. _cod 06411.411.029f, 2010-2013), Cercet. \u015ft. coord.<\/p>\n

2007<\/strong><\/p>\n

Grant of the Consejeri a de Innovacion Ciencia y Empresa de la Junta de Andalucia (University of Seville, Seville, Spain: November 2007 – January 2008), Visiting Research.<\/p>\n

2006<\/strong><\/p>\n

DAAD grant (November – December 2006: Paderborn, Germany), Personal grant.<\/p>\n

2003<\/strong><\/p>\n

Grant of European Commission (Marie Curie 6th Program, May 2003 – October 2004), Visiting Researcher.<\/p>\n

2002<\/strong><\/p>\n

NATO-CNR grant\u00a0(September 2002 – February 2003, ITALY),\u00a0<\/em>Personal grant.<\/p>\n

2001<\/strong><\/p>\n

Grant of Scientific Committee of Government of Republic of Moldova, Coordinator\u00a0(2001-2002).<\/em><\/p>\n

Grant CRDF&MRDA\u00a0(grant No.MM1-3016, September 2001 – February 2003)<\/em>, Principal Investigator.<\/p>\n

2000<\/strong><\/p>\n

Travel grant of Soros International Scientific Foundation\u00a0(May 2000)<\/em>, Personal grant.<\/p>\n

DAAD-grant\u00a0(September, 01 – November, 30, Frankfurt am Main, Bremen, Merseburg, GERMANY)<\/em>, Personal grant.<\/p>\n

1999<\/strong><\/p>\n

DFG-grant\u00a0(September, 15 – October, 15, Frankfurt am Main, GERMANY)<\/em>, Visiting Researcher.<\/p>\n

1998<\/strong><\/p>\n

RIP Research grant\u00a0(March, 01 – March, 14, Oberwolfach, GERMANY)<\/em>, with Profs. P.E.Kloeden (University of Frankfurt, GERMANY) and B.Schmalfuss (University of Merseburg, GERMANY).<\/p>\n

1993<\/strong><\/p>\n

Grant of Soros International Scientific Foundation.<\/p>\n

 <\/p>\n

 <\/p>\n

Scientific conferences<\/strong><\/p>\n

2022<\/strong><\/p>\n

58. David Cheban,\u00a0One-dimensional Monotone Non-autonomous Dynamical\u00a0Systems and Strange Nonchaotic Attractors.\u00a0Book of abstracts: International Scientific\u00a0Conference “Algebraic and Geometric Methods of Analysis”, May
\n24-27, 2022, Odesa, Ukraine, pp.5-6.<\/p>\n

57. David Cheban,\u00a0Averaging Principle on Semi-axis for Semi-linear\u00a0Differential Equations.\u00a0Book of Absracts: The 29th Conference on Applied and Industrial Mathematics (CAIM 2022), Dedicated to the memory of Academician Mitrofan M.
\nChoban. Chisinau, Republic of Moldova, August 25-27, 2022.\u00a0Tiraspol State University, pp.52-55.<\/p>\n

 <\/p>\n

2021<\/strong><\/p>\n

56. David Cheban,\u00a0On the structure of Levinson center of monotone almost periodic\u00a0systems.\u00a0International Virtual Conference “Mathematics & Information Technologies: Research and Education
\n(MITRE-2021)”,\u00a0Chisinau, Republic of Moldova, July 01-03,\u00a02021. http:\/\/cecmi.usm.md\/MITRE\/, dedicated to the 75th
\nanniversary of Moldova State University, pp.22-23.<\/p>\n

55. David Cheban,\u00a0Almost periodic solutions and compact global attractors of equations modelling growth\u00a0processes and gonorrhea epidemics.\u00a0Book of Abstracts.\u00a013th International ISAAC Congress, August 2\u2013August 6 2021, Ghent University,
\nGhent, Belgium, 2021, pp.19-20.<\/p>\n

54.\u00a0David Cheban,\u00a0On the structure of the Levinson center for monotone dissipative\u00a0non-autonomous dynamical systems.
\nProceedings of the International Scientific Conference “Dynamical Systems:\u00a0Stability, Control, Optimization” (DSSCO\u201921) in memory of\u00a0Professor R.F. Gabasov. October 5-10, 2021, Minsk, Belarussian\u00a0State University, 2021, pp.11-13.<\/p>\n

2020<\/strong><\/p>\n

53. David Cheban, Perron-Frobenius Dynamics for Markov Chains. International Symposium \u201dActual Problems of Mathematics and Informatis\u201d dedicated to the 90th Bithday of Professor Ion Valut\u00b8a November 27-28, 2020, TUM, Chisinau, Republic of Moldova.<\/p>\n

52. David N. Cheban, Monotone Nonautonomous Differential Equations with the First Integral. Proceeding of the International Scientific Conference “Modern problems of Differential Equations and their Application” dedicated to the 100th\u00a0\u00a0 anniversary\u00a0\u00a0 of S.D. Eidelman birthday. Chernivtsi, Ukraine September 16\u201319, 2020, pp.17-18.<\/p>\n

2019<\/strong><\/p>\n

51. Cheban D. N., Levitan Almost Periodic Solutions for Linear Differential Equations Abstracts of the International Conference “Mathematics and Information Technologies: Research and Education (MITRE-2019)”, Chisinau, Republic of Moldova, June 24-25, 2019. http:\/\/cecmi.usm.md\/MITRE\/. Satelite Conference of the Ninth Congress of Romanian Mathematicians., 2019, pp.20-21.<\/p>\n

50. David Cheban, Levitan Almost Periodic Solutions for Linear Partial Differential Equations. The Fifth Conference of the Mathematical Society of the Republic of Moldova: IMCS-55.Chisinau, Republic of Moldova, September 28– October 1, 2019, pp.36-39.<\/p>\n

2017<\/strong><\/p>\n

49. Cheban D. N.,\u00a0 Linear Stochastic Differential Equations and Nonautonomous Dynamical Systems. Proceedings CMSM4, The Fourth Conference of Mathematical Society of the Republic of Moldova: dedicated to the centenary of Vladimir Andrunachievici (1917-1997). June 28 \u2013 July 2, Chisinau 2017, pp.255-258.<\/p>\n

2016<\/strong><\/p>\n

48. Cheban D. N., Levitan\/Bohr Almost Periodic and Almost Automorphic Solutions of the Scalar Differential Equations. Mathematics & Information Technologies: Research and Education (MITRE-2016),\u00a0 Chisinau, Republic of Moldova, June 23-26, 2016, pp.18-19.<\/p>\n

47. Cheban D. N., Mammana C. and Michetti E., The Structure of Global Attractors for Non-Autonomous Perturbations of Discrete Gradient-Like Dynamical Systems.\u00a0 Patterns of Dynamics: Conference in Honor of Bernold Fiedler, Berlin July 25–29, 2016. Book of Abstracts and Program, p.28.<\/p>\n

2015<\/strong><\/p>\n

46. Cheban D. N., The Structure of Global Attractors for Non-Autonomous Gradient-Like Dynamical Systems. International conferences “Mathematics & Information Technologies: Research and Education (MITRE-2015). Abstracts, Chisinau, July 2-4, 2015, p.21-22.<\/p>\n

45. Cheban D. N. and Kalitine B. S., On the stability of gradient-like systems. International mathematical conference\u00a0 “Sixth Bogdanov reads on ordinary differential equations”, December 7-10, 2015.\u00a0 Abstracts of conference, Vol.1, Minsk, 2015, pp.90-92.<\/p>\n

2014<\/strong><\/p>\n

44. Cheban D. N., Birkhoff’s center of compact dissipative dynamical ystem. The Third Conference of Mathematical Society of the republic of Moldova, 19-23 August, 2014, Chisinau, Moldova. Proceedings IMCS-50. Chisinau, Inst. Math Comp. Science, Academy of Sciences of Moldova, 2014. p.239-242.<\/p>\n

2013<\/strong><\/p>\n

43.\u00a0 Cheban D. N., Belitskii–Lyubich Conjecture for C-Analytic Dynamical Systems. Abstracts of the international conferences. Mathematics & Information Technologies: Research and Education (MITRE-2013). August 18-22, 2013, Chisinau (Republic of Moldova), pp.28-29.<\/p>\n

2012<\/strong><\/p>\n

42. Cheban D. N., Markus-Sell’s Theorem for Nonautonomous Dynamical Systems. Abstracts of the 20-th Conference on Applied and Industrial Mathematics Dedicated to Academician Mitrofan M. Ciobanu. Chisinau, August 22-25, 2012, p. 63.<\/p>\n

41. Cheban D. N. and Mammana C., Markus-Sell’s Theorem for Infinite Dimensional Asymptotically Almost Periodic Systems. Abstracts of the 9-th AIMS International Conference on “Dynamical Systems, Differential Equations and Applications”. July 1-5, 2012 Hyatt Regency Grand Cypress (Orlando, Florida, USA), pp. 246.<\/p>\n

40. Cheban D. N. and Mammana C., Chaotic Attractors of Control Systems. Book of abstracts Chaos 2012: 5-th\u00a0 Chaotic Modeling and Simulation International Conference. Editor Christos H. Skiadis. 12-15 June 2012 (Athene, Greece), pp. 29.<\/p>\n

2011<\/strong><\/p>\n

39. Cheban D. N., G. Sell’s conjecture for non-autonomous dynamical systems. Abstracts of international conferences. Mathematics & Information Technologies: Research and Education (MITRE-2011). Dedicated to the 65th\u00a0 aniversary of the Moldova State University. August 22-25, 2011, Chisinau (Republic of Moldova).<\/p>\n

38. Cheban D. N., Sell’s conjecture for non-autonomous dynamical systems. One-day Workshop on non-autonomous dynamical systems, November 23th, 2011 (Seville, Spain).<\/p>\n

2010<\/strong><\/p>\n

37. Cheban D. N., Favard\u2019s theory.One-day Workshop on deterministic and stochastic dynamical systems, March 16th, 2010 (Seville, Spain).<\/p>\n

2006<\/strong><\/p>\n

36. D. Cheban. Markus-Yamabe Conjecture.\u00a0The 14-th Conference of Applied and Industrial Mathematics (August 17-19, 2006, MOLDOVA).<\/em><\/p>\n

35. D. Cheban and C. Mammana. Global Attractors and Almost Periodic Solutions of V-Monotone Non-Autonomous Dynamical Systems.\u00a0International Congress of Mathematicians (August 22-30, 2006, SPAIN<\/em>, Madrid).<\/em><\/p>\n

34. D. Cheban, C. Mammana and E. Michetti. Global Attractors of Non-Autonomous Difference Equations.\u00a06th AIMS International Conference on Dynamical Systems and Differential Equations, June 25-28, 2006, Poitiers, FRANCE.<\/em><\/p>\n

2005<\/strong><\/p>\n

33. D. Cheban and C. Mammana. Almost Periodic Solutions of Non-Autonomous Beverton-Holt Difference Equations.\u00a02005 WSEAS International Conference on Dynamical Systems and Control, Venice, Italy, November 2-4, 2005.<\/em><\/p>\n

32. D. Cheban and C. Mammana. Continuous Dependence of Attractors on Parameters of Non-Autonomous Dynamical Systems and Infinite Iterated Functions Systems.\u00a0International Conference on Non-autonomous and Stochastic Dynamical Systems, Sep 27 – Oct 1, 2005 Sevilla (SPAIN).<\/em><\/p>\n

31. D. Cheban and C. Mammana. Invariant Manifolds and Almost Automorphic Solutions of Second-Order Monotone Equations.\u00a0EQUADIFF 11: International conference on differential equations, Czecho-Slovak series. Comenius University, Bratislava, SLOVAKIA, July 25 – 29, 2005.<\/em><\/p>\n

2004<\/strong><\/p>\n

30. D. Cheban and C. Mammana. Global Compact Chaotic Attractors of Discrete Control Systems.\u00a0International Conference \u00e2\u20ac\u0153Differential Equations and Related Topics\u00e2\u20ac\u009d dedicated to I.G. Petrovskii (May 16-22, Moscow, RUSSIA).<\/em><\/p>\n

29. D. Cheban and C. Mammana. Absolute Asymptotic Stability of Discrete Linear Inclusions in Banach Spaces.\u00a0First Joint Canada-France meeting of the Mathematical Sciences (July 12-15, Toulouse, FRANCE).<\/em><\/p>\n

28. D. Cheban and C. Mammana. Relation Between Different Types of Stability of Linear Non-Autonomous Dynamical Systems (plenary talk).\u00a0International Conference: 2004 \u00e2\u20ac\u201c Dynamical Systems and Applications (July 5-10, Antalya \u00e2\u20ac\u201c Pamukkale (Hierapolis), TURKEY).<\/em>
\n2003<\/strong><\/p>\n

27. D. Cheban. Almost Periodic Solutions of Monotone Almost Periodic Equations.\u00a0International Conference on Differential Equations (July 22-26, Hasselt, BELGIUM). Equadiff 2003, p.25.<\/em><\/p>\n

26. D. Cheban and C. Mammana. Invariant manifolds, Global Attractors and Almost Periodic Solutions of Non-autonomous Difference Equations. International Conference on Differential Equations (July 22-26, Hasselt, BELGIUM).\u00a0Equadiff 2003, p.25.<\/em><\/p>\n

25. D. Cheban, Nonautonomous Holomorphic Dynamics (invited speaker).\u00a0International Workshop (September 29 —\u00a0 October 3, Friedrichsdorf, GERMANY).<\/em><\/p>\n

24. D. Cheban, J. Duan and A. Gherco. Heteroclinic Solutions of Multi-dimensional Differential Equations.\u00a0Workshop on Qualitative Research of the Differential Equations dedicated to the 75th birthday of Academician Constantin Sibirsky (February 14 — 15, Chisinau, MOLDOVA)<\/em><\/p>\n

2001<\/strong><\/p>\n

23. D. Cheban. An Analog of Cameron-Johnson Theorem for the Linear C-analytic Equations in Hilbert Space.\u00a0Proceedings of the International Conference on “Differential Equations and Related Topics” dedicated to the Centenary Anniversary of Ivan G. Petrovskii (May 22-27, Moscow, RUSSIA), pp.86-87.<\/em><\/p>\n

22. D. Cheban. Global Pullback Atttactors of C-Analytic Nonautonomous Dynamical Systems.\u00a0First conference of the Mathematical Society of Republic of Moldova (August 16 – 18, Chisinau, MOLDOVA), p.25.<\/em><\/p>\n

2000<\/strong><\/p>\n

21. D. Cheban. Global Attractors of Quasihomogeneous Nonautonomous Dynamical Systems.\u00a0Proceedings of the International Conference on Dynamical Systems and Differential Equations (May 18-21, Kennesaw, GA, USA). Discrete and Continuous Dynamical Systems, 2001, Added Volume, pp.96-101.<\/em><\/p>\n

1999<\/strong><\/p>\n

20. D. Cheban, P. Kloeden and B. Schmalfuss. Pullbac Attractors Under Discretization.\u00a0Proceedings of\u00a0<\/em>EQUADIFF99 (1999, Berlin, GERMANY)<\/em><\/a>, vol.2, (edited by B. Fiedler, K. Groger and J. Sprekels). World Scientific 2000, pp.1024-1029.<\/em><\/p>\n

1995<\/strong><\/p>\n

19. D. Cheban. On the Structure of the Compact Asymptotically Stable Sets of the C-analytic Almost Periodic Systems.\u00a0Abstract of speech at Scientific Conference of Moldavian State University (Chisinau, MOLDOVA).<\/em><\/p>\n

1992<\/strong><\/p>\n

18. D. Cheban and D. Fakeeh. Disperse Dissipative Dynamical Systems.\u00a0Abstracts 8th Intern. Conf. Equa. Diff. – 92.(1992, Samarkand, UZBEKISTAN), p. 115.<\/em><\/p>\n

17. D. Cheban. Globally Uniform Asymptotic Stability of the Solutions of Nonautonomous Systems.\u00a0Abstract of speech at the Republican Scientifically-methodical Conference (Odessa, Ukraine), V. 1, p. 23.<\/em><\/p>\n

1991<\/strong><\/p>\n

16. D. Cheban and D. Fakeeh. Discontinuous Dissipative Dynamical Systems.\u00a0Collection “Discontinuous Dynamical Systems”, abstract of speech at the Scientific School Seminar (17-20 September, Uzhgorod, Ukraine), p.69.<\/em><\/p>\n

1990<\/strong><\/p>\n

15. D. Cheban. Homoclinical Trajectories of Nonautonomous Systems.\u00a0Abstract of the speech at the 2nd All-Union Conference “Nonlinear Oscillations of Mechanical Systems”, (Gorky, RUSSIA), p.138.<\/em><\/p>\n

1989<\/strong><\/p>\n

14. D. Cheban. On One J.Hale’s Problem.\u00a0Abstract of speech at the 7th All-Union Conference of the Qualitative Theory of Differential Equations. (Riga, USSR), p.227.<\/em><\/p>\n

1987<\/strong><\/p>\n

13. D. Cheban and B. Shcherbakov. Barbashin-Krasovsky Theorem for Nonautonomous Dynamical Systems.\u00a0Abstract of the speech at the 5th All-Union Chetaev Conference “Analytic Mechanics, Stability, and the Motion Control” (Kazan, USSR), p.106.<\/em><\/p>\n

1986<\/strong><\/p>\n

11. D. Cheban. Nonautonomous Dynamical Systems. Lyapunov Functions’ Method.\u00a0Abstract of speech at the 6th All-Union Conference of the Qualitative Theory of Differential Equations (Irkutsk, USSR), p.197-198.<\/em><\/p>\n

10. D. Cheban. On Nonautonomous Dissipative Dynamical Systems.\u00a0Uspekhi matematicheskikh nauk, v. 41, N4 (250), p.169. Abstract of the talk at the International conference \u201cDifferential Equations and Applications\u201d\u009d (Moscow State University, Moscow, USSR)<\/em><\/p>\n

1985<\/strong><\/p>\n

9. D. Cheban. C-analytic Dissipative Dynamical Systems.\u00a0Abstracts of the III International Conference of Differential Equations and Applications (Roosse, BULGARIA), p.141.<\/em><\/p>\n

1983<\/strong><\/p>\n

8. D. Cheban. Dissipative Dynamical Systems.\u00a0Abstract of the speech at the 2nd Scientific Conference on Difference Equations (University of Sciences and Technology (USTHB), Alger, ALGERIE), p.40-41.<\/em><\/p>\n

1982<\/strong><\/p>\n

7. D. Cheban and V. Amelkin. Bounded Solutions and Periodic Oscillations of Differential Systems.\u00a0Differential Equations and Theory of Operators (Chisinau, USSR), “Shtiintsa”, p.3-9.<\/em><\/p>\n

1979<\/strong><\/p>\n

6. D. Cheban and B. Shcherbakov. Asymptotically Almost Periodic Solutions of Linear and Quasi-linear Differential Equations.\u00a0Speech Theses at the All-Union Conference of Asymptotic Methods in the Theory of Singularly-perturbed Equations (Alma-Ata, USSR), part 1, p.164-165.<\/em><\/p>\n

5. D. Cheban. Linear Differential Equations Satisfy the Condition of Favard.\u00a0Abstract of the speech at the 5th All-Union Conference of the Qualitative Theory of Differential Equations (Chisinau, USSR), p.181-182.<\/em><\/p>\n

4. D. Cheban and I. Cheban. Anti Almost Periodic Solutions of Differential Equations.\u00a0Abstract of the speech at the 5th All-Union Conference of the Qualitative Theory of Differential Equations (Chisinau, USSR), p.182-183.<\/em><\/p>\n

1978<\/strong><\/p>\n

3. D. Cheban and V. Amelkin. Periodic Solutions of Differentially-operational Equations.\u00a0Abstract of the speech at the 4th All-Union School of the Theory of Operators in Functional Spaces (Minsk, USSR), p.9-10.<\/em><\/p>\n

1976<\/strong><\/p>\n

2. D. Cheban and B. Shcherbakov. Poisson Asymptotically Stable Motions of Dynamical Systems.\u00a0Abstract of the speech at the 4th All-Union Conference on the Qualitative Theory of Differential Equations (Ryazan, USSR), p. 173.<\/em><\/p>\n

1973<\/strong><\/p>\n

1. D. Cheban. On the Asymptotic Behavior of Solutions of Differential Equations.\u00a0Abstract of the speech at the 3rd All-Union Conference on the Qualitative Theory of Differential Equations (Samarkand, USSR), p.216.<\/em><\/p>\n

 <\/p>\n

Referee’s activity<\/a><\/p>\n

Referee for:<\/strong><\/p>\n

Abstract and Applied Analysis (Int., USA (Hidawi))<\/a><\/p>\n

Acta Mathematicae Applicatae Sinica (China)<\/a><\/p>\n

Advances in Difference Equations (Int., USA (Hidawi))<\/a><\/p>\n

Annali di Matematica Pura ed Applicata (Italy, Florence)<\/a><\/p>\n

Applicable Analysis (Int. England)<\/a><\/p>\n

Applied Mathematical Modeling<\/a><\/p>\n

Applied Mathematics and Computation (Int. USA)<\/a><\/p>\n

Applied Mathematics Letters (Int. USA)<\/a><\/p>\n

Asymptotic Analysis<\/a><\/p>\n

Boundary Value Problems (Int. USA)<\/a><\/p>\n

Buletinul Academiei de Stiinte a Republicii Moldova. Matematica (Republic of Moldova, Chisinau)<\/a><\/p>\n

Central European Journal of Mathematics (Int. Germany)<\/a><\/p>\n

Chaos, Solutions\u00a0 & Fractals (Elsevier)<\/a><\/p>\n

Discrete Dynamics in Nature and Society<\/a><\/p>\n

Discrete and Continuous Dynamical Systems: Series A, B and S (Int. USA)<\/a><\/p>\n

Dynamical Systems: An international Journal. (Int., UK)<\/a><\/p>\n

Electronical Journal of Differential Equations (Int. USA)<\/a><\/p>\n

Electronic Journal of Qualitative Theory of Differential Equations (Intern. Journal, Hungary)<\/a><\/p>\n

Indian Journal of Pure and Applied Mathematics (India, New Delhi)<\/a><\/p>\n

Integral Equations and Operator Theory<\/a><\/p>\n

Journal of Differential Equations (Int. USA)<\/a><\/p>\n

Journal of Difference Equations and Applications (Int.<\/a>England)<\/a><\/p>\n

Journal of Integral Equations and Applications (Int. USA)<\/a><\/p>\n

Journal of Mathematical Analysis and Applications: Series A and B (Int, USA)<\/a><\/p>\n

Lecture Notes in Mathematics (Int. Germany, Springer)<\/a><\/p>\n

Mathematical and Computer Modeling (Int. USA)<\/a><\/p>\n

Mathematische Nachrichten (Int. (WILEY-VCH))<\/a><\/p>\n

Nonautonomous Dynamical Systems<\/a><\/p>\n

Nonlinear Analysis: Theory, Methods and Applications (Int. USA, Elsevier)<\/a><\/p>\n

Nonlinear Analysis:\u00a0 Real World Applications\u00a0 (Int. USA, Elsevier)<\/a><\/p>\n

Nonlinear Analysis: Hybrid Systems (Int. USA, Elsevier)<\/a><\/p>\n

Result in Mathematics(Int. Switzerland)<\/a><\/p>\n

Revista Matematica Complutense (Int. Spain)<\/a><\/p>\n

SIAM: Journal of Control and Optimization (Int. USA)<\/a><\/p>\n

SIAM: Journal of Mathematical Analysis<\/a><\/p>\n

Mathematica Slovaca<\/a><\/p>\n

Stochastics and Dynamics (Int. USA)<\/a><\/p>\n

Journal of Zhejiang University Science C (Computers & Electronics)<\/a><\/p>\n

Reviewer for:<\/strong><\/p>\n

Mathematical Reviews<\/a><\/p>\n

Zentrablatt<\/a><\/p>\n

Guesteditor of:<\/strong><\/p>\n

Proceedings of International conference “2004 – Dynamical Systems and Applications” (July 05-10 2004, Antalya, Turkey)<\/a><\/p>\n

Associate Editor for:<\/strong><\/p>\n

International Journal of Mathematics and Computations<\/a><\/p>\n

Nonautonomous Dynamical Systems<\/a><\/p>\n

Studia Universitatis Moldaviae. Seria \u201cStiinte Exacte si Economice\u201d<\/em><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"

    David Cheban Last Name Scientific degree doctor habilitatus Academic title\/position professor Department Mathematics Department Education Curriculum Vitae General Information: Full Name:\u00a0David Nikolai\u00a0Cheban Date and place of birth:\u00a0April 25, 1952, v.\u00a0Cioc-Maidan,\u00a0Comrat\u00a0district, Republic of Moldova Citizenship:\u00a0Republic of Moldova (former USSR) Family status:\u00a0married, two children (son – 1977 and daughter – 1982). Education: High School (1959-1969).…
Read more<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"elementor_theme","meta":{"_seopress_robots_primary_cat":"","_seopress_titles_title":"","_seopress_titles_desc":"","_seopress_robots_index":"","footnotes":""},"class_list":["post-441","page","type-page","status-publish","hentry"],"rttpg_featured_image_url":null,"rttpg_author":{"display_name":"","author_link":"https:\/\/fmi.usm.md\/en\/author\/"},"rttpg_comment":0,"rttpg_category":null,"rttpg_excerpt":"    David Cheban Last Name Scientific degree doctor habilitatus Academic title\/position professor Department Mathematics Department Education Curriculum Vitae General Information: Full Name:\u00a0David Nikolai\u00a0Cheban Date and place of birth:\u00a0April 25, 1952, v.\u00a0Cioc-Maidan,\u00a0Comrat\u00a0district, Republic of Moldova Citizenship:\u00a0Republic of Moldova (former USSR) Family status:\u00a0married, two children (son – 1977 and daughter – 1982). Education: High School (1959-1969).……","_links":{"self":[{"href":"https:\/\/fmi.usm.md\/en\/wp-json\/wp\/v2\/pages\/441","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/fmi.usm.md\/en\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/fmi.usm.md\/en\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/fmi.usm.md\/en\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/fmi.usm.md\/en\/wp-json\/wp\/v2\/comments?post=441"}],"version-history":[{"count":4,"href":"https:\/\/fmi.usm.md\/en\/wp-json\/wp\/v2\/pages\/441\/revisions"}],"predecessor-version":[{"id":460,"href":"https:\/\/fmi.usm.md\/en\/wp-json\/wp\/v2\/pages\/441\/revisions\/460"}],"wp:attachment":[{"href":"https:\/\/fmi.usm.md\/en\/wp-json\/wp\/v2\/media?parent=441"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}