Objectives: To cover fundamental knowledge
of Mathematics conducive to expertise in the subject matter and its applications
to different areas of science and technology. The syllabus aims at enabling
a command of mathematical logic, algorithmic thinking and scientific approaches
to practical issues.
Specialisations: Algebra, Analysis,Numerical Analysis, Mathematics for Economics, Optimization, Statistics, Mechanics, Mathematics in Informatics.
Main research areas: Multi-objective Optimization, Variational
Inequalities, Applied Analysis, Operations Research, Mathematics for Economics,
Control Systems, Optimization Algorithms and Variational Principle.
Research areas: Laws of deformation for solids with complex
flow variants, Approximate Methods and Numerical Simulation of Boundary-value
Problems in Composite Materials and Fluids.