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Current common courses

Special courses

- Abstract differential equations with applications in mathematical physics
- Asymptotic averaging method for problems of mathematical physics
- Asymptotic methods in nonlinear problems of mathematical physics
- Asymptotic methods in the theory of differential equations with rapidly oscillating solutions
- Catastrophe theory and its applications in physics
- Category Theory Basics
- Differential inequality method in nonlinear problems
- Elliptic equations
- Extremal problems
- Finite element method in problems of mathematical physics
- Functional analysis
- Fundamentals of algebra and differential geometry
- Gas dynamics and cosmic magnetic fields
- Group analysis of differential equations
- Introduction to perturbation theory
- Linear and nonlinear functional analysis
- Mathematical methods in ecology
- Mathematical modeling of plasma – kinetic theory
- Mathematical modeling of plasma – numerical experiment
- Mathematical models of hydrodynamics and gas dynamics
- Mathematical problems of diffraction theory
- Methods of finite differences in mathematical physics
- Modern methods of modeling in magnetohydrodynamics
- Nonlinear elliptic and parabolic equations of mathematical physics
- Numerical methods in mathematical physics
- Parabolic equations
- Parallel Computations
- Programming of scientific applications in the language C++
- Special functions of mathematical physics
- Special practical work. Differential schemes
- Stochastic differential equations
- Supplementary chapters of mathematical physics (nonlinear functional analysis)
- Tensor calculus
- Theoretical Basics of Big Data Analytics and Real Time Computation Algorithms
- Theory of blow-ups of nonlinear equations

**Research areas**- Mathematical modeling of waveguide systems and high-frequency electrodynamic systems
- The Sobolev type equations. Nonlinear functional analysis
- Singular perturbations in mathematics and physics
**Mathematical modeling of complex processes and systems**- Ill-posed inverse problems and their applications
- Magnetic hydrodynamics of cosmic medium
- Mathematical modeling of physicochemical processes
- Discrete modeling of plasma
- Computer simulation in physics waves and quasiwaves
- Modeling of physical processes by the method of potentials
- Modeling of transport processes in the atmosphere

- Scientific seminars
- Bachelor works

Dr., prof. V. Yu. Popov

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© Department of Mathematics, Faculty of Physics, Lomonosov MSU 2014-2024.