Mathematical Aspects

of the Contemporary Continuum Mechanics

of the Contemporary Continuum Mechanics

8.11.2021 –12.11.2021

Steklov Mathematical Institute

Moscow, Russia

Steklov Mathematical Institute

Moscow, Russia

The Conference will feature lectures by leading scientists. The topics include the theory of integrable systems, the theory of differential equations (both ordinary and partial), numerical methods, and the application of fundamental results to the description and study of practically significant models of continuum mechanics. The main focus will be on the mathematical description of models of hydrodynamics, hydroelasticity, linear and nonlinear elasticity theory (including elasticity of compliant media), filtration theory, phase transition theory, and gas dynamics, including the theory of boundary layer. Since the COVID-19 pandemic has not finished yet, the conference will be in a mixed format that combines in-person and virtual participation of the audience and speakers.

For a ZOOM link please write to ivanpolekhin@gmail.com

In case of any questions, please contact the organizers: dynamics@mi-ras.ru

- Andrej Il'ichev (Steklov Mathematical Institute, Moscow)
- Anna Chugainova (Steklov Mathematical Institute, Moscow)
- Ivan Polekhin (Steklov Mathematical Institute, Moscow)

The conference has been supported by the Ministry of Education and Science

(Project No. 075-15-2019-1614)