Study programmes
> Faculty list
> Faculty of Mathematics, Informatics, and Mechanics
> Courses conducted
Courses at
Faculty of Mathematics, Informatics, and Mechanics
- Mathematical analysis II.2 1000-114cAM4
- Mathematical analysis II.2 1000-114bAM4a
- Mathematical analysis II.2* 1000-114bAM4*
- Mathematical analysis II.2* 1000-114cAM4*
- Mathematical Finance 1000-1S11MF
- Mathematical Logic 1000-135LOM
- Mathematical methods in natural and social sciences 1000-135MMN
- Mathematical models in biology and social sciences 1000-1D10MBS
- Mathematical models in biology and social sciences 1000-1S10MBS
- Mathematical models in natural sciences 1000-716MNP
- Mathematical Models of Biology and Medical Sciences 1000-135MBM
- Mathematical Models of Classical Mechanics 1000-135MMK
- Mathematical Models of Derivatives Markets 1000-135IP1
- Mathematical models of financial derivatives markets II 1000-135IP2
- Mathematical Statistics and its Applications 1000-1D96ST
- Mathematical Statistics and its Applications 1000-1S96ST
- Mathematical vision of the World 1000-00MWS-OG
- Mathematics 1000-111MAT
- Mathematics 1000-1CHMMAT1
- Mathematics 0 1000-1MAT01
- Mathematics 0 1000-1CHJMAT01
- Mathematics A 1000-1MATA1
- Mathematics A 1000-1MATA2
- Mathematics A 1000-1CHJMATA1
- Mathematics A 1000-1CHJMATA2
- Mathematics B 1000-1MATB1
- Mathematics B 1000-1MATB2
- Mathematics in Life Insurance 1000-135MUZ
- Mathematics with Mathematica and Wolfram Alpha 1000-1M13MWA
- Measure Theory 1000-135TM
- Methodology of Algebra Teaching 1000-135MAG
- Methodology of Geometry Teaching 1000-135MGE
- Methodology of Probability Theory Instruction 1000-135MRP
- Methods of Noncommutative Geometry 1000-1S21MGN
- Methods of noncommutative topology 1000-1S22MTK
- Methods of solving Olympic tasks 1000-1S25MRZO
- Microbiology 1000-712MIB
- Microcontrollers programming 1000-2M08PMK
- Microeconomics 1000-135MIE
- Microsoft 365 in everyday corporate work 1000-M365PK(KC)-OG
- Modeling of complex biological systems 1000-719bMSB
- Models of Applied Mathematics 1000-135MMS
- Modern web applications 1000-2M24WAW
- Molecular biology with genetics 1 1000-713BM1
- Molecular biology with genetics 2 1000-714BM2
- Molecular fundamentals of enzymology 1000-714bMPE
- Molecular modelling and computational biology 1 1000-715MM1
- MS Excel Business Data Analyst 1000-ADBMSE(KC)-OG
- Multivariate Statistics 1000-135SW
- Natural language processing 1000-318bNLP
- Network programming in functional languages 1000-2M24FPS
- Newtonian Revolution. Mathematics and astronomy XVII century 1000-1S20RN
- Nonlinear optimization 1000-135OPN
- Number theory 1000-135TL
- Numerical Differential Equations 1000-135NRR
- Numerical methods 1000-1L09MN
- Numerical Methods 1000-1S96MN
- Numerical methods 1000-5D96MN
- Numerical methods 1000-2M24MNU
- Object-oriented design and programming 1000-713PPO
- Object-oriented programming 1000-212cPO
- Object-oriented programming and C++ 1000-135POC
- Operating Systems Design 1000-2M26BSO
- Optimal Transport: Theory and Selected Applications 1000-1M26OTZ
- Optimization and game theory 1000-715bOTG
- Ordinary differential equations I 1000-114cRRZ
- Ordinary differential equations I 1000-114bRRZa
- Ordinary differential equations I 1000-114cRRZl
- Ordinary differential equations I 1000-114bRRZIb
- Parameterized algorithms 1000-2M12APW
- Partial differential equations 1000-135RRC
- Partial differential equations and their applications 1000-1D09RC
- Partial differential equations and their applications 1000-1S09RC
- Popularisation of Mathematics 1000-1S03PM
- Portfolio analysis 1000-135AP
- Practical prediction systems 1000-2D20PRD
- Probabilistic and graph models of causality 1000-1M23PMP
- Probability methods in finance 1000-1D05MPF
- Probability methods in finance 1000-1S05MPF
- Probability theory 1000-1D96RP
- Probability theory 1000-1L00RP
- Probability theory 1000-1S96RP
- Probability theory 1000-213bRP
- Probability theory 1000-712bRPR
- Probability theory I 1000-114bRP1a
- Probability theory I* 1000-114bRP1*
- Probability Theory II 1000-135RP2
- Probability Theory II* 1000-135RP2*
- Professional Skills in Computer Science 1000-217bPSC
- Program Semantics and Verification 1000-2M24SWP
- Programming in Kotlin 1000-2M24KOT
- Programming in Rust 1000-2M24RUS
- Programming in Scala 1000-2M25SCA
- Programming languages 1000-2D13JP
- Python programming course 1000-213bPYT
- Qualitative Theory of Ordinary Differential Equations 1000-135RRJ
- Quantitative Finance 1000-1S12MIF
- Quantum computing 1000-2M26QC
- Quantum Information 1000-2M22IKW
- Quantum knot invariants 1000-1M20KNW