Applied mathematics (by the fields of activity)

Programme Description

70540201 – Applied Mathematics is a master's degree specialization aimed at preparing highly qualified professionals in the fields of mathematical modeling, computational methods, information technologies, and the mathematical analysis of complex processes. The specialization covers solving practical problems encountered in industry, economics, engineering, and natural sciences through mathematical methods, conducting research, and utilizing modern software tools.

Curriculum and Study Plan

During their studies, master's students acquire knowledge and skills in the following areas:

• Mathematical Modeling;
• Numerical Methods;
• Differential Equations;
• Optimization Methods;
• Probability Theory and Mathematical Statistics;
• Computational Mathematics;
• Applied Algorithms;
• Computer Simulation and Modeling;
• Data Analysis;
• Mathematical Programming;
• Research Methodology;
• Scientific and Pedagogical Activity.

Learning Outcomes

Upon successful completion of the programme, graduates will be able to:

• perform mathematical modeling of complex processes;
• solve practical problems using numerical methods;
• conduct statistical and mathematical analyses;
• develop and improve algorithms;
• carry out research using modern software tools;
• engage in teaching activities in higher education institutions.

Career Opportunities

Graduates may pursue careers as:

• applied mathematicians;
• data analysts (Data Analysts);
• mathematical modelers;
• research scientists;
• information technology specialists;
• experts in economic and technical analysis;
• lecturers in higher education institutions.