Russian
Academy of Sciences Ural Branch,
Institute
of Mathematics and Mechanics of the Ural Branch of the Russian Academy of
Sciences,
Ural State University
International
Seminar "Control Theory and Theory of Generalized Solutions of Hamilton-Jacobi Equations" (CGS'2005)
Dedicated to the 60th Anniversary of Academician
Andrei Izmailovich Subbotin
(16.02.1945-14.10.1997)
Ekaterinburg,
Russia, June 22-25, 2005
http://cgs.imm.uran.ru
Academician
A.I.Subbotin (February 16, 1945 - October 14, 1997)
is an outstanding specialist in the area of mechanics and control processes. He
made a major contribution to developing the mathematical theory of optimal
guaranteed control of dynamic systems. A.I.Subbotin
was one of the founders of the theory of positional differential games. He
suggested the concept and developed the theory of minimax
(generalized) solutions of first-order PDEs. The
theory has sources in and is applied to problems of optimal guaranteed control.
Topics
of the International Seminar are connected with the main scientific areas of
investigation of dynamic systems, in which A.I.Subbotin
worked: mathematical theory of optimal control, differential game theory,
theory of generalized solutions of Hamilton-Jacobi
equations and their applications to practical problems. These branches are
being elaborated in Ekaterinburg at the Institute of
Mathematics and Mechanics (Ural Branch of the Russian Academy of Sceinces) and at the Ural State University.
The
seminar will take place in the sanatorium "Zelyony
mys" which is 70 km far from Ekaterinburg (Yekaterinburg). The city of Ekaterinburg is one of the largest administrative,
industrial, cultural, and scientific centers of Russia. It is located in a
picturesque area of the Urals close to the border between Europe and Asia.
Scopes
of the seminar include the following topics.
- Generalized solutions of Hamilton-Jacobi equations
- Control of dynamic systems under
conditions of conflict and uncertainty
- Problems of estimation and identification
in dynamic systems
- Inverse problems and distributed control
systems.
- Numerical algorithms for constructing
solutions of optimal control problems and boundary value problems for
Hamilton-Jacobi equations.
The
seminar program is expected to include plenary reports (45 minutes) and session
presentations (15 minutes).
Publication
of abstracts and proceedings of the seminar is being planned.
For
participation it is necessary not later than March 1, 2005 to send by
e-mail to the Organizing Committee cgs05@imm.uran.ru a filled registration form and a visa-form. Blanks of
registration and visa-forms and detailed rules for submitting abstracts are
disposed on the seminar web-site http://cgs.imm.uran.ru.