Bachelor:

• - Basic number theory
• - Discrete mathematics (DM 2208)
• - Linear Algebra and analytical geometry (LAAG 1201)
• - Discrete mathematics and mathematical logic (DMML 1201)
• - Algebra and theory of numbers (I)
• - Algebra and theory of numbers (II)
• - Languages and technologies of programming (YaTP 1207)
• - Workshop on the solution of mathematical problems
• - Algebra and theory of numbers

• - Algebra and theory of numbers (III)
• - Analytical geometry and linear algebra (AGLA 1202)
• - Workshop on the solution of mathematical problems
• - Theory and teaching techniques of mathematics

• - Algebra (Alg 1205)
• - Geometry (G 2212)
• - Geodesy (Geo 1209)
• - Fundamentals of algebra (FA 1207)

• - Discrete mathematics (DM 2212)
• - Algebra (Alg 2213)
• - Theory of numbers (TN 3217)
• - Discrete mathematics and theory of graphs (DMTG2211)
• - Discrete Mathematics (DM 3207)
• - Basics of algebra (FA 1206)

• - Algebra and geometry (AG 1201)
• - Algebra and geometrics (AG 2206)
• - Algebra (Alg 2208)
• - Mathematical logic and discrete mathematics (MLDM 3303)
• -

• - Analytic geometry and linear algebra* (AGLA 1201)
• - Discrete Mathematics (DM 2206)
• - Discrete Mathematics and mathematical logic (DMML 3311)
• - Numbers theory (NT 3213)
• - Applications of the numbers theory in school mathematics (ANTSM 3214)

• - Discrete mathematics (DM 2210)
• - Linear algebra (LAlg 1202)
• - Analytical geometry (AG 1205)
• - Management in education (ME 2204)
• - Analytical geometry and discrete mathematics* (AgDm 1204)
• - Algebra II (Alg 1206)
• - Numbers theory (NTH 2206)

• - Number theory and encryption algorithms (NThEA 2215)
• - Analytical geometry and discrete mathematics* (AGiDM 1207)
• - Higher algebra (HA 1203)
• - Elementary mathematics (AGM 1313)

• - Abstract Аlgebra (AA 1204)
• - Analytic Geometry (AG 1302)
• - Applied algebra and geometry (AAG2303)
• - Algebra (II) (Alg (II) 2202)
• - Numbers theory and fundamentals of cryptography (NTFC 2303)
• - Methods of teaching mathematics (MTM 2208)
• - Number theory and encryption algorithm (NTEA 3213)

• - Methods of information protection (MIP 3206)
• - Theoretical basics of school mathematics of 9-11 classes (TBSchM 3306)
• - Linear algebra (LA 2203)
• - Theoretical basics of school mathematics of 5-8 classes (TBSChM 3302)
• - Number theory and encryption algorithm (NTEA 3220)
• - Theoretical foundations school math of middle course (TBSchMMC 2202)

• - Theoretical foundations math course of high school (TFMCHSch 2210)
• - New approaches to learning and assessment at school (NALASh 2206)

• - Linear Algebra (LA 1205)
• - New approaches to learning and assessment at school (NALASh 3210)
• - Theoretical foundations math course of high school (TBSchMHSc 3212)
• - Methods of teaching of mathematics (MTM 2301)
• - Basics of Cryptography (BC 3307)
• - Linear Algebra (LA 3306)
• - Number Theory and the Basics of Cryptography (NTBC 3303)
• - Methods of teaching of mathematics (MTM 3219)
• - Theoretical foundations school math of middle course (TBSchM 3202)

• - Algebra
• - Mathematical Basics of Information Security (MBIS 3308)
• - Algebra (Alg 1203)
• - Linear algebra
• - Elementary mathematics (EM 1212)
• - Algebra II
• - Mathematical Basics of Information Security (MBIS 3304)
• - Organizational and legal support of information security (OLSIS 3205)
• - Number theory and fundamentals of cryptography
• - Information security methods
• - Contemporary foundations of mathematics for schools
• - Modern fundamentals of school mathematics
• - Theoretical foundations of the school course of algebra and beginning of analysis
• - Algorithms and data structures

• - Numbers theory and fundamentals of cryptography (NTFC 2209)
• - Mathematical Basics of Cryptography
• - Geometry
• - Analytic Geometry (AG1301)
• - Linear Algebra I
• - Number Theory
• - Methods for solving the non-standard problems
• - Linear Algebra

• - Analytic geometry (AG 1203)
• - Elementary Mathematics (EM 1201)
• - Pedagogy (Ped 1206)
• - Analytic geometry
• - Methods of teaching of mathematics (MTM 1302)
• - Number Theory (NT1205)
• - Algebra (LA 1201)
• - Analytical geometry
• - Algebra I
• - Algebra II
• - Mathematical basics of cryptography (MBC 2212)
• - Workshop on solving problems in planimetry
• - Preparation of students for national and international programs for the assessment of academic achievements
• - Mathematical foundations of cryptography

• - Workshop on solving problems in planimetry
• - Discrete Mathematics
• - Methods for solving Olympiad and non-standard tasks (MSONT4302)
• - Technical protection of information
• - Number theory and encryption algorithm (NTEA 4305)
• - Number-theoretic methods of information protection

Doctor PhD:

• - Automorphisms of rings (AR 7303)

• - Algorithmic Problems in Algebra (APA 7305)

Master (scientific-pedagogical):

• - Psychological and methodological foundations of teaching mathematics (PMBTM 5305)
• - Automorphisms of free algebras (AFA 5304)
• - Automorphisms of polynomial rings (APR 5307)
• - Affine Algebraic Geometey (AAG 5205)
• - Affine Algebraic Geometry (AAG 6303)

• - Introduction to the theory of rings (IThR 5314)
• - Introduction to linear spaces (ILS 5315)

• - Field extensions (FE 6243)

• - Fundamental questions in algebra, geometry and logic (FQAGL 5301)
• - Introduction to the theory of rings (VTk 5305)

• - Introduction to linear spaces (ILS 5310)

• - Fundamental questions in algebra, geometry and logic (FQAGL 5205)
• - Finite fields and Galois theory (FFGT 6310)

• - Modern cryptosystems
• - Methods of solving Olympiad problems
• - Introduction to the theory of groups (IGT 5302)
• - Methodology for solving problems for the construction and image of figures
• - Multidimensional affine and Euclidean spaces (MAES 5301)
• - Differential geometry of curves (DGC 5315)
• - Introduction to Ring Theory (IRT 5306)
• - Commutative algebra
• - Audit security of information systems
• - Geometry of the projective plane (GPP 5305)

• - Methods of Probability Theory and Mathematical Statistics in Cryptography
• - Algebra and number theory for cryptography

• - Fundamentals of information security management
• - Basics of cybersecurity