The main purpose of the special session is to expand cooperation between Russian and foreign universities and research centers, improve the quality of training of highly qualified scientific personnel, identify talented young people among graduate students, students, and young scientists, and discuss the latest scientific results in the field of mathematical modeling of dynamic processes.
The Conference provides an interdisciplinary platform for discussing problems in cognitive science, genomics, bioinformatics, bioengineering, computational modeling in physiology and medicine, and in-silico medicine by specialists of various profiles, including neurobiologists, geneticists, physicians of various specialties, pharmacologists, specialists in the field of computational and experimental biomedicine, bioinformatics, and bioengineering.
The goal of the workshop is to discuss the recent scientific results in the field of investigation of the properties of magnetic nanocomposites obtained over the past year, which were not presented or discussed in 2020 at various scientific events due to the epidemiological situation. The program of the workshop will comprise invited talks (30 min) and section talks (20 min) on the current research of the speakers. The organizer of the scientific seminar is the Regional Scientific and Educational Mathematical Center "Ural Mathematical Center", the Ural Federal University named after the first President of Russia B.N. Yeltsin (UrFU).
The semiar aims to the current state of control theory and theory of generalized solutions of Hamilton-Jacobi equations at the conference. It is assumed that the work of the seminar will be held within the following sections: 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.
Ural Workshop on Group Theory and Combinatorics, Ekaterinburg-Online, Russia, August 24–30, 2020
The workshop aims to cover modern aspects of group theory (including questions of actions of groups on combinatorial objects), graph theory, some combinatorial aspects of topology and optimization theory, and related topics.
The 15th International Computer Science Symposium in Russia (CSR 2020)
The symposium covers a wide range of theoretical computer science topics, from basic to applied. The conference programme includes several invited lectures by leading scientists in computer science, as well as 25 presentations by participants. The Symposium is organised by the Institute of Natural Sciences and Mathematics at Ural Federal University, the Ural Mathematical Centre and the University of Trier (Germany).
Created / Updated: 2 November 2020 / 10 March 2022
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