Educational programs

6B05401 “Mathematics”: Bachelor’s degree. During the learning process, the student will learn to perform mathematical calculations to solve everyday problems; draw conclusions based on information presented in various forms (in tables, diagrams, graphs), build mathematical models of boundary and extreme problems, apply methods of differential and integral calculus in the study of functions and convergence of series, in solving boundary and extreme problems. Students have the opportunity to study some of the subjects in English. Graduates receive a bachelor's degree in natural sciences and will be able to work as mathematics teachers in schools and colleges, mathematicians-programmers.

6B01502.1 “Mathematics-Physics”: Bachelor’s degree. In the process of learning, the student will learn to freely link the theoretical basis obtained with the current issues of modern development of science and education, independently describe physical processes using mathematical tools, explain the basic theorems and statements of higher mathematics in an accessible form, choose the most optimal ways to solve mathematical problems, build a structured chain of obtained knowledge for a complete analysis of physical phenomena. Students have the opportunity to study some of the subjects in English. Graduates receive a bachelor's degree in education and will be able to teach in schools and colleges, tutoring centers.

7M01501001 “Mathematics”: Master’s degree. In the process of training, a postgraduate student will learn how to introduce the latest achievements of pedagogical and scientific discoveries into the educational process, professionally carry out scientific research, use a creative approach in professional activities, in organizing methods of transferring educational material to achieve high results in learning, etc. Graduates receive an academic master's degree in pedagogical sciences and will be able to work in higher educational institutions, research organizations, in the bodies of the public administration system.

7M05409201 “Mathematics”: Master’s degree. In the course of training, a postgraduate student will learn to analyze research related to approximation theory, determine differential properties of a function, draw conclusions about the relationship of functional spaces, solve boundary value problems for the heat equation in areas degenerating into a point at the initial or final time, solve singular integral equations of Volterra II kind, understand the theoretical foundations of the subjects studied in the learning process and their application in research activities, etc. Graduates receive an academic degree of Master of Natural Sciences and will be able to work in higher educational institutions, in research institutes, in design, technological and design organizations, in the bodies of the public administration system.

8D05401 “Mathematics”: Doctoral studies. In the process of training, a doctoral student will learn to independently carry out research activities in the field of integral transformations and their applications, model theory, theory of boundary value problems, theory of functions using modern research methods and information and communication technologies. Graduates receive a Doctor of Philosophy (PhD) degree and will be able to work in higher educational institutions, research institutes, design, technological and design organizations, public administration bodies, etc.