Overview
Students of Mathematics gain an ability for logical argumentation, and to carry out proofs of mathematical theorems, in particular to distinguish between assumptions and conclusions, to perform complicated calculations and formulate problems in mathematical language for their easier solving, to extract qualitative information from numerical data, use IT tools during the analysis of application problems, and to further develop independent mathematical knowledge.
Career Outcomes
Graduates from this programme are well-prepared for a variety of roles in their field. Our university's career services team provides dedicated support to help you achieve your professional ambitions upon completing your studies.