Poster (pdf, 282 Kb)
(pdf, 699 Kb)
The Peoples' Friendship University of Russia, with the cooperation of the Steklov Mathematical Institute of the Russian Academy of Sciences and the Lomonosov Moscow State University, is organizing the Seventh International Conference on Differential and Functional Differential Equations, August 22–29, 2014. The Conference is a satellite of the International Congress of Mathematicians 2014, August 13–21, Coex, Seoul, Korea. The scientific program will consist of invited 45-minute lectures, 30-minute lectures, and 20-minute communications.
The conference will be devoted to classical topics of the theory of differential equations and different kinds of nonlocal interactions:
- ordinary differential equations,
- dynamical systems,
- partial differential equations,
- semigroups of operators,
- nonlocal spatio-temporal systems,
- functional differential equations,
D.V. Anosov (Co-chairman), S. Bianchini, V.M. Buchstaber, I. Capuzzo Dolcetta, G.-Q. Chen, S.Yu. Dobrokhotov, B. Fiedler, H. Ishii, V.A. Il’in, W. Jäger, S.I. Pohozaev, A.L. Skubachevskii (Co-chairman), I.A. Taimanov, L. Veron, H.-O. Walther.
V.N. Chubarikov, K.A. Darovskaya, V.M. Filippov (Co-chairman), E.I. Galakhov, P.L. Gurevich, E.P. Ivanova, A.V. Ivanyukhin, A.D. Izaak, N.S. Kirabaev, V.V. Kozlov (Co-chairman), V.A. Krasnov, E.B. Laneev, A.B. Muravnik, D.A. Neverova, V.A. Popov, L.E. Rossovskii, E. Rühl, A.M. Selitskii, A.G. Sergeev, A.L. Skubachevskii, A.L. Tasevich, E.M. Varfolomeev, L.G. Voskresenskii, A.B. Zhizhchenko, N.B. Zhuravlev.
Confirmed List of 45-minute Invited Lecturers:
S. Bianchini (Italy), V.M. Buchshtaber (Russia), I. Capuzzo Dolcetta (Italy), M. del Pino (Chile), B. Fiedler (Germany), H. Ishii (Japan), W. Jäger (Germany), V.V. Kozlov (Russia), S.B. Kuksin (France), S.P. Novikov (Russia, USA), G. Sell (USA), A.G. Sergeev (Russia), A.E. Shishkov (Ukraine), I.A. Taimanov (Russia), L. Veron (France), H.-O. Walther (Germany).
All the participants of the conference are invited to attend performances in famous Moscow theatres. We offer interesting excursions to the Moscow Kremlin and other places. We encourage the participants to visit various museums and art galleries of Moscow.
Those who wish to attend the conference are kindly requested to provide the title of their talk, mailing address, e-mail address, and fax number before February 1, 2014 to:
Professor A.L. Skubachevskii
Department of Differential Equations and Mathematical Physics
Peoples' Friendship University of Russia
6, Miklukho-Maklaya str.
117198, Moscow, Russia
+7 495 955 0928