Study programmes
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> Faculty of Mathematics, Informatics, and Mechanics
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Courses at
Faculty of Mathematics, Informatics, and Mechanics
- Distributed systems 1000-217bSR
- Drug design 1000-717PRL
- Dynamical systems 1000-135UD
- Econometrics 1000-135EKN
- Engineering Distributed Infrastructure 1000-2M20IRIO
- Entrepreneurship in a small company 1000-2M17PMF
- Equivariant K-theory and elliptic cohomology 1000-1M25EKE
- Ergodic theory and dynamical systems 1000-1S24TEUD
- Evolutionism 1000-716EWO
- Explainable machine learning 1000-319bEML
- Extremal graph theory 1000-2M22ETG
- Financial Engineering 1000-135IFI
- Financial engineering II 1000-1M22IF2
- Finite dimensional algebras and linear representations 1000-135ASW
- Finite Model Theory 1000-2M13TSK
- FinTech – financial technology 1000-2M17FT
- Flow equations for non-Newtonian fluids 1000-1M22RCN
- Forcing 1000-1M24FRC
- Formal power series: Theory and applications 1000-2M26FPS
- Formal verification 1000-2M25WER
- Foundations of mathematics 1000-211bPM
- Fourier Analysis 1000-1M10AF
- Fractals 1000-1M25FR
- Function spaces and their role in nonlinear partial equations 1000-1M25PF
- Functional Analysis 1000-135AF
- Functional Analysis* 1000-135AF*
- Functional programming 1000-2M24PFU
- Functional Programming in OCaml 1000-2M24PFO
- Fundamental groups in Algebraic Geometry 1000-1M24GPA
- Fundamentals of chemistry 1000-711PCH
- Fundamentals of organismal and environmental biology 1000-711BOS
- Fundamentals of physics 1000-711PFI
- Game-theoretic approach to social network analysis 1000-2M14TGS
- Games, networks and elections 1000-2D22GSW
- General topology 1000-135TOG
- Genome-scale technologies 1000-715TSG
- Genomics and transcriptomics technologies 1000-718TGT
- Geometric group theory 1000-1M25GTG
- Geometric modelling 1000-1M08MG
- Geometry I 1000-135GM1
- Geometry II 1000-135GM2
- Geometry with linear algebra 1000-211bGAL
- Graphics Programming in Windows 1000-2M24PGW
- Groups, rings and their applications 1000-1L03GP
- Harmonic analysis 1000-1M10AH
- Harmonic analysis 2 1000-1M10AH2
- Harmonic analysis on locally compact groups 1000-1S25AH
- High performance computing 1000-218bHPC
- History of mathematics I 1000-00HM1-OG
- History of mathematics II 1000-00HM2-OG
- Hydrodynamics equations in geophysical problems. 1000-1M19RHG
- Ideas and informatics 1000-217bIII
- Ideas and informatics 1000-317bIII
- Implementation of database systems 1000-2M25IBD
- Implementation theory 1000-2M16TIM
- Industrial mathematics 1000-1S20MU
- Infinite alphabets 1000-2M16AN
- Infinite automata 1000-2M22AN
- Information and communications technology 3222-30TI5K-N
- Information theory 1000-2N03TI
- Innovative applications of computer science 1000-2D10IZI
- Intellectual property rights - basic course 1000-OOPOWI
- Interactive Machine Learning 1000-2M21IUM
- Interdisciplinary team project 1000-720IPZ
- Internship or study visit 1000-319bINT
- Introduction to Actuarial and Financial Mathematics 1000-135WMF
- Introduction to bioinformatics 1 1000-711BI1
- Introduction to bioinformatics 2 1000-714BI2
- Introduction to Combinatorics 1000-1M19WDK
- Introduction to computational biology 1000-2N03BO
- Introduction to computer science 1000-711WIN
- Introduction to Cybersecurity and Cryptography 1000-2M24WCK
- Introduction to data compression 1000-2N09KDW
- Introduction to Differential Geometry 1000-135WGR
- Introduction to Dynamical Systems 1000-135WUD
- Introduction to electronic commerce 1000-2M09OTA
- Introduction to Game Theory 1000-135WTG
- Introduction to Machine Learning 1000-214bWUM
- Introduction to mathematics 1000-111bWMA
- Introduction to mathematics 1000-111bWMAa
- Introduction to neurodynamics and neuroinformatics 1000-1M09WNN
- Introduction to noncommutative geometry 1000-1M22WGN
- Introduction to partial differential equations 1000-135WRC
- Introduction to Programming in Python 1000-WDPwP(KC)-OG
- Introduction to protein and nucleic acids structures 1000-712SBN
- Introduction to ring theory 1000-1M08WTP
- Introduction to set theory 1000-112bWTM
- Introduction to set theory* 1000-112bWTM*
- Introduction to stochastic analysis 1000-135WAS
- Introduction to the Baum-Connes Conjecture 1000-1S24HBM
- Introduction to the theory of random fields and applications 1000-1M24TPL
- Introduction to topological data analysis 1000-1M24TDA
- Introductory programming 1000-211bWPI
- Iterated forcing 1000-1M25FI
- K-theories 1000-1S22KT
- Knot theory 1000-1M25TW
- Knots, Homologies, and Physics 1000-1S25WHF
- Lambda calculus 1000-2M02RL
- Languages, automata and computations 1000-214bJAO
- Languages, automata and computations II 1000-2M15ZTA