MDP P_MFN Optional courses
Code | Course name | Language | WINTER SEMESTER | SUMMER SEMESTER | Enrolled in semester | ||||
Tutor | completion | credits | range | completion | credits | range | |||
02PPKT | Advanced Topics of Quantum Theory | Czech | ZK | 2 | 2+0 | B242 | |||
01ASY | Asymptotical Methods | Czech | Z,ZK | 3 | 2+1 | B241 | |||
02COX | Coxeter Groups | Czech | B241 | ||||||
01FAN3 | Functional Analysis 3 | Z,ZK | 5 | 2P+2C | B241 | ||||
01SPEC | Geometrical Aspects of Spectral Theory | ZK | 2 | 2+0 | B242 | ||||
01TG | Graph Theory | Czech | B241 | ||||||
02GSKS | Groups of symmetry of quantum systems | ZK | 2 | 26P | B241 | ||||
02INB | Integrability and beyond | English | B242 | ||||||
02UST1 | Introduction to Strings 1 | Czech | Z | 3 | 2+1 | B241 | |||
02UST2 | Introduction to Strings 2 | Czech | Z | 3 | 2+1 | B242 | |||
01MMNS | Mathematical Modelling of Non-linear Systems | Czech | ZK | 3 | 1P+1C | B241 | |||
02NGR | Numerical Relativity | ZK | 2 | 2P+0C | B242 | ||||
02OKS | Open Quantum Systems | B242 | |||||||
02FG | Physics of graphene described by Dirac equation | Z | 2 | 2P+0C | B242 | ||||
02KCH | Quantum Chemistry | Z,ZK | 3 | 2P+1C | B241 | ||||
02KVK1 | Quantum Circle 1 | Czech | Z | 2 | 0+2 | B241 | |||
02KVK2 | Quantum Circle 2 | Czech | Z | 2 | 0+2 | B242 | |||
01KVGR1 | Quantum Groups 1 | Czech | Z | 2 | 2+0 | B241 | |||
02QIC | Quantum Information and Communication | English | Z,ZK | 4 | 3P+1C | B241 | |||
02KO1 | Quantum Optics 1 | Z,ZK | 4 | 2P+2C | B241 | ||||
02KO2 | Quantum Optics 2 | Z,ZK | 4 | 2P+2C | B242 | ||||
02QPRGA | Quantum Programming | English | Z | 3 | 1P+1C | B242 | |||
02REL2 | Relativistic Physics 2 Oldřich SemerákⒼ
|
Czech | Z,ZK | 6 | 4+2 | B242 | |||
02REL1 | Relativistic Physics I Oldřich Semerák
|
Czech | Z,ZK | 6 | 4+2 | B241 | |||
02SKTPE1 | Seminar on quantum field theory 1 | Z | 3 | 2P+1C | B241 | ||||
02SKTPE2 | Seminar on quantum field theory 2 | Z | 3 | 2P+1C | B242 | ||||
02RMMF | Solvable Models of Mathematical Physics | Czech | Z | 2 | 2+0 | The course is not on the list | |||
01NAH | Theory of Random Processes | ZK | 3 | 3+0 | B241 | ||||
01VAM | Variational Methods | Czech | ZK | 3 | 1P+1C | B241 |