Master (specialized):

• - Modern cryptosystems
• - Mathematical foundations of cryptography

Bachelor:

• - Theory of algorithms (TA 4313)

• - Mathematical basics of cryptography (MBCr 2207)
• - Mathematical logic and the theory of algorithms (MLTA 3219)

• - Methods of the solution of olimpiad and non-standard problems (MSONsP 3215)
• - Methodical basics of solving of problems of 9-11 classes (MBSP9-11C 3312)
• - Methodological basics of solving of problems of 5-8 classes (MBSP 3303)

• - Theoretical basics of school mathematics of 9-11 classes (TBSchM 3306)
• - Foundations of geometry (FG 3305)
• - Methods for solving Olympiad and non-standard tasks (MSONT 3311)
• - Methodological basics of solving of problems of high school (MBSPHSh 2212)
• - Theoretical basics of school mathematics of 5-8 classes (TBSChM 3302)
• - Theoretical basics of school mathematics of 5-8 classes (TBSM5-8 3305)
• - Methodological basics of solving of problems of 9-11 classes (MBSP 3307)

• - Differential geometry (DG 4203)

• - Number-theoretic methods of information protection (NTMIS 3307)
• - Computational complexity theory (CCTh 3303)

• - Numbers theory and fundamentals of cryptography (NTFC 2209)
• - Mathematical Basics of Cryptography
• - Cryptographic methods of information protection (CMIP 4206)
• - Number Theory

• - Mathematical logic and theory of algorithms
• - Discrette mathematics
• - Mathematical basics of cryptography (MBC 2212)
• - Mathematical foundations of cryptography

• - Discrete Mathematics
• - Methods for solving Olympiad and non-standard tasks (MSONT4302)
• - Discrete mathematics (DM2204)
• - Quantum cryptography
• - Number-theoretic methods of information protection
• - Finite state machines in cryptography

Master (scientific-pedagogical):

• - Geometric constructions in the plane

• - Methodology of solving Olympiad problems for grades 5-7 (MROZ 5318)
• - Fundamental questions in algebra, geometry and logic (FQAGL 5301)
• - Finite Abelian groups (FAG 5224)
• - Introduction to the theory of groups (VTG 5223)
• - Methodology of solving Olympiad problems for grades 8-11 (MROZ5319)

• - Galois theory (GT 5322)
• - Methodological basis for solving problems (MBSP 6321)
• - Small models of countable theories (SMCT 6313)

• - Methodology of solving Olympiad problems for upper secondary school (MSOP 6308)

• - Transformations of the plane and their applications (TPTA 6305)
• - Differential geometry of surfaces (DGS 6309)
• - Methods of image (MI 6301)

• - Fundamental questions in algebra, geometry and logic (FQAGL 5205)

• - Modern cryptosystems
• - Methods of solving Olympiad problems

• - Computer Security Models
• - Algebra and number theory for cryptography
• - Model theory

• - Post-quantum cryptography
• - Basics of cybersecurity
• - Methodology of scientific research in the field of cryptoanalysis

Doctor PhD:

• - Representations of the Lie algebra (RLA 7310)
• - Locally Nilpotent Derivations of Free Algebras (LNDFA 7320)

• - Isogeny-based cryptography

• - Lattice-based cryptography
• - Promising directions for the development of cryptography