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Mathematical Physics, Dynamical Systems and Infinite-Dimensional Analysis

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International Conference on Mathematical Physics, Dynamical Systems and Infinite-Dimensional Analysis will be held at the Moscow Institute of Physics and Technology.

This conference is devoted to the search of common problems, aims and investigation methods in differential equations and operator theory, topological and differential dynamics of a systems with continuous and discrete time, ergodic theory, measure theory, random processes theory and quantum mechanics. The aim of this conference is to present and discuss the contemporary results in PDE, dynamical systems, infinite dimensional analysis and their applications to quantum theory, statistical mechanics and other fields of mathematical physics.

  1. Sections:
    Mathematical Physics (mathematical aspects of classical, quantum and statistical mechanics, qualitative theory of PDE, geometric measure theory, gravitation theory, quantum biology, random operators and random graphs);
  2. Dynamical Systems (topological and differential dynamics of finite-dimensional and infinite-dimensional systems, ergodic theory, Hamiltonian systems, applications of Dynamical Systems Theory to the problems of mathematical physics and infinite dimension analysis);
  3. Infinite-Dimensional Analysis (functional integrals and Feynman integrals: its application to quantum dynamics and statistical mechanics; abstract theory of measure and integral, complex and multivalued analysis, quantum structures of functional analysis and noncommutative integration; quantum information theory).

The Conference is organized by the Moscow Institute of Physics and Technology together with the Steklov Mathematical Institute of the Russian Academy of Sciences, the Moscow State University and the Keldysh Institute of Applied Mathematics of the Russian Academy of Sciences.

Views - 22/06/2019 Last update
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