Bachelor degree (syllabi)

4th Year

Asymptotic Methods in Mathematics
Elective (Fall Term)
Additional Topics in Functional Analysis
Elective (Fall Term)
Mathematical Statistics
Mandatory (Fall Term)
Topics in Complex Analysis
Elective (Fall Term)
Riemannian Geometry
Elective (Fall Term)
Mathematical Models of Physics
Mandatory (Fall Term)
Equations of Mathematical Physics
Mandatory (Fall+Spring Term)
Lie Algebras
Elective (Spring Term)
Geometry of Submanifolds
Elective (Spring Term)
Introduction to Inverse Spectral Problems
Elective (Spring Term)
Sobolev Spaces and Theory of Unbounded Operators
Elective (Spring Term)
Numerical Methods Elective (Spring Term)
Symbolic Computation and Modeling Elective (Spring Term)

3d Year

Measure Theory and Integration Mandatory (Fall Term)
Differential GeometryMandatory (Fall Term)
Fourier Series and Fourier Transform Elective (Fall Term)
Dynamical Systems Elective (Fall Term)
Complex Analysis
Mandatory (Fall+Spring Term)
Probability Theory
Mandatory (Fall Term)
Functional Analysis
Mandatory (Spring Term)
Differential Geometry II Elective (Spring Term)
Elements of Stability Theory and Delay Differential Equations
Elective (Spring Term)
Operator Theory
Elective (Spring Term)
Abstract Algebra Mandatory (Spring Term)

2nd Year

Geometric Transforms
Elective (Fall Term)
Linear Algebra
Mandatory (Fall Term)
Graph Theory
Elective (Fall Term)
Topology
Mandatory (Fall Term)
Mathematical Analysis
Mandatory (Fall+Spring Term)
Dynamics in Mathematics Elective (Spring Term)
Classical Problems of Geometry Elective (Spring Term)

1st Year


Elements of Algebra and Number Theory
Mandatory (Fall Term)
Analytic Geometry
Mandatory (Fall+Spring Term)
Mathematical Analysis
Mandatory (Fall+Spring Term)
Discrete Mathematics
Mandatory (Spring Term)
Linear Algebra
Mandatory (Spring Term)

List of Elective Bachelor Degree Courses

Classical Problems of Geometry

Dynamics in Mathematics

Graph Theory 

Geometric Transforms 

Operator Theory 

Elements of Stability Theory and Delay Differential Equations 

Differential Geometry II

Dynamical Systems

Fourier Series and Fourier Transform

Symbolic Computation and Modeling

Numerical Methods

Sobolev Spaces and Theory of Unbounded Operators

Introduction to Inverse Spectral Problems

Geometry of Submanifolds

Lie Algebras

Riemannian Geometry

Selected Chapters of Complex Analysis

Additional Topics in Functional Analysis

Asymptotic Methods in Mathematics