The course of lectures is devoted to the study of kinetic properties of condensed media, which are related to the nature of microscopic interactions. The subject of lectures will be acquaintance with the microscopic theory of processes in nonequilibrium systems. The focus will be on the kinetic theory of gases, plasma, colloids, liquid crystals, dielectrics and metals. Special attention will be paid to the theory of diffusion in both ordinary and energy space, and the kinetics of phase transitions will be considered.

- Know the basics of the technique of functional integral in quantum field theory and statistical mechanics, the basic concepts of physics of quantum systems of many particles and statistical physics.
- Be able to apply previously acquired knowledge in the courses of condensed matter physics, statistical physics of lattice systems and systems of many particles to solve practical problems.
- Have basic computational skills in the course of quantum field theory and statistical physics, independent use and study of the literature on statistical physics and physics of condensed matter

The control is carried out according to the module-rating system, which consists of 3 content modules. The knowledge assessment system includes current, modular and semester control of knowledge. The results of students' learning activities are evaluated on a 100-point scale. Forms of current control: assessment of homework, oral answers and tests performed by students during practical classes.

- EM Lifshitz, LP Pitaevsky. Physical kinetics. M .: Science. 1988
- R. Badescu, Equilibrium and nonequilibrium statistical mechanics M .: Mir. - 1978
- Curzon Huang, Statistical Physicist. - M .: Mir. - 1966
- N.G. Van Kampen Stochastic processes in physics and chemistry. M. Higher school - 1990
- V.G. Pokrovsky, V.M Patashinsky, Fluctuation theory of phase transitions. M. Science, 1983
- W. Horsthamke, R. Lefebvre. Noise - induced phase transitions, M. Mir, 1987
- B.Lev and A. Zagorodny, Application of field theory method in statistical physics nonequilibrium systems, Word Scientific, 2021
- Yu.L. Klimontovich, Statistical theory of open systems, M. Janus 2002