IRKUTSK STATE UNIVERSITY

in collaboration with

Matrosov Institute for System Dynamics and Control Theory
of Siberian Branch of Russian Academy of Sciences

invites to participate in

INTERNATIONAL SYMPOSIUM

DYNAMIC SYSTEMS,
OPTIMAL CONTROL AND MATHEMATICAL MODELLING,

dedicated to the 100th anniversary of mathematics education in the Eastern Siberia and
to the 80th birthday of Professor Oleg V. Vasiliev

In 1919, the Faculty of Physics and Mathematics of Irkutsk State University was opened, and that marked the beginning of the 100-year history of the mathematics education and basic mathematical research in the Eastern Siberia.

On November 1, 2019, the founder of the Irkutsk School of Optimal Control, the first director of the Institute of Mathematics, Economics and Informatics of Irkutsk State University, Honored Scientist of the Russian Federation – Professor Oleg Vladimirovich Vasiliev (1939-2002) – would have turned 80 years old.

This International Symposium is devoted to these two memorable dates, and we expect it to become an international forum for discussion of a variety of fundamental mathematical problems within the framework of the triad "dynamic systems – optimization – mathematical modelling of processes and phenomena".

A wide range of diverse issues is planned for discussion at the symposium:

• qualitative analysis of diverse equations describing dynamic processes (including differential, integral, integro-differential, differential-algebraic, integro-algebraic, functional-differential, operator, stochastic, and difference equations);
• inverse and ill-posed problems for equations and systems;
• analytical and numerical methods for solving equations and related issues;
• necessary and sufficient conditions for optimality, methods for solving optimization problems;
• new approaches and methods of decision-making under uncertainty and/or conflict;
• controllability and stability of dynamical systems with related issues;
• mathematical modelling of natural processes and phenomena;
• mathematical modelling for a wide range of technical, informational, economic, environmental, biological, and medical problems.

Roundtable:
The role of mathematical and computer modelling in the design of strategies for sustainable development of the Baikal region

PUBLICATIONS
Before commencement of the symposium, a collection of accepted abstracts will be made available electronically to all participants on the official website of the Irkutsk State University.
After the symposium, and basing on an assessment of the presentations actually delivered, it is planned to publish a collection of detailed papers in English, with indexation in the Scopus.
Selected presentations will be also published as full-sized papers in the special issue of the journal «The Bulletin of Irkutsk State University: Series Mathematics» (http://mathizv.isu.ru/en), abstracted and indexed in ZbMATH, Russian Science Citation Index (RSCI), MathSciNet, Ulrich’s Periodicals Directory, DOAJ, Math-Net.ru, eLIBRARY.RU, VINITI, CrossRef, WorldCat, CyberLeninka (application for indexing in Scopus is submitted and being revised).
All materials submitted to the conference should not be published elsewhere.
Requirements for abstract preparation and submission will be published in the Second Announcement.

CONFERENCE ORGANIZERS and PPROMOTERS
IRKUTSK STATE UNIVERSITY

MATROSOV INSTITUTE for SYSTEM DYNAMICS and CONTROL THEORY
of Siberian Branch of Russian Academy of Sciences

LANGUAGES
The official languages of the symposium are English and Russian. No simultaneous translation services will be provided.

KEY DATES
Registration and abstracts submission deadline for foreign partners 01 August 2019  
Registration and abstracts submission deadline for partners from the University of Kiel (Germany) 05 September 2019
Final abstracts submission deadline 10 September 2019 
Symposium 7-11 October 2019
Post symposium tour to Lake Baikal 12 October 2019

PRELIMINARY PROGRAM includes plenary and 17 panel sessions:

1. Partial differential equations.
2. Inverse and ill-posed problems for differential equations and systems.
3. Functional-differential and operator equations, differential inclusions.
4. Integral and integro-differential equations.
5. Differential-algebraic and integro-algebraic equations and systems.
6. Optimal control problems for ordinary differential equations and optimal impulsive control problems.
7. Optimal control of distributed parameter systems.
8. Optimal control of integro-differential equations.
9. Controllability and stability of dynamical systems with related issues.
10. Discrete dynamic systems: simulation and optimization.
11. Finite-dimensional optimization..
12. Finite-dimensional and differential games.
13. Mathematical modelling of informational systems.
14. Mathematical modelling and optimal control in economics.
15. Differential equations and modelling of physical processes.
16. Mathematical modelling in ecology, biology and medicine (invited session organized by Prof. Olga Vasilieva).
17. Mathematical modelling of technical processes and system

CONTACT DETAILS:

Address:
Contact person: Prof. Alexander Arguchintsev
Institute of Mathematics, Economics and Informatics,
Irkutsk State University
20 Boulevard Gagarina, Irkutsk 664003 – Russia
Phone/ WhatsApp/Viber: (+7 9148998440)
E-mail: kmo@math.isu.ru