PhD courses
Speciality Code:
8D05404
Speciality Name:
Pure and Applied Mathematics
Faculty:
Mechanics and Mathematics
Qualification:
- Scientific and pedagogical direction - Doctor of Philosophy (PhD)
- Model of graduating student
- Mandatory disciplines
- Elective disciplines
- Professional
1.To use innovative pedagogical technologies, methods for teaching mathematical disciplines; develop assessment tools, guidelines, methodological manuals;
2.On the basis of deep system knowledge in the field of model theory, algebra, differential equations, mathematical physics, create forecasting techniques, modeling complex systems;
3.Formulate tasks and hypotheses that create interest in the global scientific community;
4.Conduct research work, solve problems, prove theorems, creating competition to the advanced scientific community
5.Lead (or be in the forefront) of a scientific school in the direction of Algebra. Actively working with leading foreign scientists in this direction.
6.Lead (or be in the forefront) scientific school in the direction of mathematical logic. Actively working with leading foreign scientists in this direction.
7.Lead (or be in the forefront) scientific school in the direction of Differential Equations. Actively working with leading foreign scientists in this direction.
8.Lead (or be in the forefront) scientific school in the direction of Mathematical Physics. Actively working with leading foreign scientists in this direction.
9.Organize and manage scientific conferences. Management of scientific seminars.
10.To conduct expert opinions on scientific works in the following directions: theory of models, algebra, differential equations, mathematical physics. And also to do a review on the work of undergraduates, doctoral candidates, theses and scientific articles.
11.Advise commercial organizations on mathematical modeling of processes and forecasting their behavior.
12.To own and use linguistic and linguistic knowledge for communication and publications in multilingual and multicultural society in the international arena
2.On the basis of deep system knowledge in the field of model theory, algebra, differential equations, mathematical physics, create forecasting techniques, modeling complex systems;
3.Formulate tasks and hypotheses that create interest in the global scientific community;
4.Conduct research work, solve problems, prove theorems, creating competition to the advanced scientific community
5.Lead (or be in the forefront) of a scientific school in the direction of Algebra. Actively working with leading foreign scientists in this direction.
6.Lead (or be in the forefront) scientific school in the direction of mathematical logic. Actively working with leading foreign scientists in this direction.
7.Lead (or be in the forefront) scientific school in the direction of Differential Equations. Actively working with leading foreign scientists in this direction.
8.Lead (or be in the forefront) scientific school in the direction of Mathematical Physics. Actively working with leading foreign scientists in this direction.
9.Organize and manage scientific conferences. Management of scientific seminars.
10.To conduct expert opinions on scientific works in the following directions: theory of models, algebra, differential equations, mathematical physics. And also to do a review on the work of undergraduates, doctoral candidates, theses and scientific articles.
11.Advise commercial organizations on mathematical modeling of processes and forecasting their behavior.
12.To own and use linguistic and linguistic knowledge for communication and publications in multilingual and multicultural society in the international arena
Data for 2023-2026 years
Data for 2023-2026 years
Data for 2023-2026 years