Master in Functional Methods in Differential Equations

Master in Functional Methods in Differential Equations & Interdisciplinary Research

• Period of studies: 2 years
• ECTS credits: 120
• Language: English

Program description

The program grew up from the constantly growing demand for young professionals working in the industry and having a strong background in fundamental mathematics.

The two following directions are represented in the program - mathematical analysis and differential equations.

There are unique courses among disciplines taught within this program, such as «Inverse problems of variation calculus», «Mathematical methods in medicine», «Analytical-numerical methods for the Navier-Stokes equations», «Mathematical models of glacier dynamics» and etc.

Learning outcomes

Students graduated from the master's degree program "Functional methods in differential equations and interdisciplinary research" will have skills in:

• derivation of mathematical models for applied problems in physics, engineering, and economics;
• solving contemporary problems in the fields of differential equations and functional differential equations with applications to mathematical physics, engineering and dynamical problems in economics including mathematical methods for equity market;
• working in a team of researchers.

Career opportunities

Graduates of the program can work as:

• Faculty stuff at universities;
  
  
• Researchers at academic institutions and computing centers;
  
  
• Members of mathematical modeling teams of the leading industrial
  corporations;
  
  
• Employees of the bank’s analytical departments.

Admission requirements

• Bachelor or specialist degree in Mathematics, Applied Mathematics or in any adjoining program including Applied Mathematics and Informatics;
• English Language level – at least IELTS - 6, 0 TOEFL iBT - 79