About the training program
The program is designed to train highly qualified researchers in the theory of differential equations and their applications in mathematical physics. The program’s objectives are to develop skills in independent research, modeling complex physical processes, and developing new mathematical methods. The program includes conducting scientific research and addressing current theoretical and applied problems.
What do graduates do?
During their studies, students acquire in-depth knowledge in the theory of differential equations, mathematical modeling, and methods of mathematical physics. They master modern numerical methods, algorithms, and software tools for solving complex scientific and applied problems. Through research and project activities, students develop the ability to analyze and solve interdisciplinary problems, work with large volumes of data, critically evaluate research results, as well as work effectively in a team and present scientific achievements. Graduates acquire skills in developing and managing research projects and conducting scientific communication (including at the international level), under
