BS P_MIB MF 3rd year
Zkoušku z předmětu 01RMAF lze skládat až po složení všech zkoušek z Matematické analýzy a Lineární algebry.
| Code | Course name | Language | WINTER SEMESTER | SUMMER SEMESTER | Enrolled in semester | ||||
| Tutor | completion | credits | range | completion | credits | range | |||
| 01BASE | Bachelor Seminar | Czech | B252 | ||||||
| 02BPMI1 | Bachelor Thesis 1 | Z | 5 | 0P+5C | B251 | ||||
| 02BPMI2 | Bachelor Thesis 2 | Z | 10 | 0P+10C | B252 | ||||
| 01RMAF | Equations of Mathematical Physics | Czech | B251 | ||||||
| 01FANA1 | Functional Analysis 1 | Czech | B251 | ||||||
| 01FAN2 | Functional analysis 2 | Czech | B252 | ||||||
| 01FKO | Functions of Complex Variable | Czech | B252 | ||||||
| 02OR | General Relativity Oldřich Semerák, Boris TomášikⒼ
|
Czech | ZK | 3 | 3+0 | B252 | |||
| 02GMF1 | Geometric Methods in Physics 1 | Czech | Z,ZK | 4 | 2+2 | B251 | |||
| 02UCF | Introduction to Particle Physics | Z,ZK | 4 | 2P+2C | B251 | ||||
| 02KM1 | Quantum Mechanics 1 | Z,ZK | 6 | 4P+2C | B251 | ||||
| 02KM2 | Quantum Mechanics 2 | Z,ZK | 6 | 4P+2C | B252 | ||||