Schedule of classes (preliminary) (v1.1)
| 2007 Spring |
MONDAY | TUESDAY | WEDNESDAY | THURSDAY | FRIDAY | ||||||||||||||
| 104 | 105 | 206 | 104 | 105 | 206 | G3 | G1 | 104 | 105 | 206 | G3 | 104 | 105 | 206 | G3 | 104 | 105 | 206 | |
| 8-10 | MUC | MUC | MUC | SET | CLX | GEO | FUN | TOP | THC | ANT2 | NUB | NUA | NUT | SET | CLX | GEO | |||
| 10-12 | AL1 | AAL | FRA | NUB | NUA | NUT | GTA | GTB | PRO | COB | CO2 | COA | GAL2 | GTA | GTB | PRO | |||
| 12-14 | EPS | C&P | RFM | COB | CO2 | COA | GAL2 | EPS | C&P | RFM | FUN | TOP | THC | ANT2 | AL1 | AAL | FRA | ||
| 14-15 | HL2A | BIO | HIS | HAM | HL1 | FILM1 | LOG3 | OPH | HUC | HL2B | HL32 | LOG | MUC | MUC | |||||
| 15-16 | HL2A | BIO | HIS | HAM | HL1 | FILM | LOG3 | OPH | HUC | HL2B | HL32 | LOG | MUC | MUC | |||||
| 16-17 | HL2A | HIS | HAM | HL1 | OPH | HUC | HL2B | DIG2 | 17-18 | DIG | |||||||||
1 FILM course is from 12:30 till 15:45 in Room 220
2 HL3, DIG, GAL and ANT courses will be held in the small house in the courtyard, Room 3
3 LOG course will be held in the small house in the courtyard, Room 1 on Tuesdays and room 104 on Thursdays
Syllabi
| MUC | Make-up classes | ||
| AL1 (ALG1) | Introduction to Abstract Algebra | Pál HEGEDŰS | |
| AAL (ALG2) | Advanced Abstract Algebra | Péter HERMANN | |
| ANT | Topics in Analysis | András STIPSICZ | |
| CLX | Complex Functions | Károly BÖRÖCZKY | |
| COA (COM1) | Combinatorics 1A | Dezsõ MIKLÓS | |
| COB (COM1) | Combinatorics 1B | Gábor LIPPNER | |
| CO2 (COM2) | Combinatorics 2 | Ervin GYŐRI | |
| C&P | Conjecture and Proof | József PELIKÁN | |
| EPS | Elementary Problem Solving | Ferenc BELEZNAY and Sándor DOBOS | |
| FRA | Mathematics of Fractals | Tamás KELETI | |
| FUN | Functional Analysis | Bálint TÓTH | |
| GAL | Galois Theory | Csaba SZABÓ | |
| GEO | Topics in Geometry | Gábor MOUSSONG | |
| GTA (GRT) | Graph Theory | Miklós RUSZINKÓ | |
| GTB (GRT) | Graph Theory | Gábor SIMONYI | |
| NUA (NUM1) | Number Theory 1A | Csaba SZABÓ | |
| NUB (NUM1) | Number Theory 1B | Mátyás DOMOKOS | |
| NUT (NUM2) | Topics in Number Theory | Antal BALOG | READING |
| PRO | Probability Theory | Tamás SZABADOS | |
| RFM | Real Functions and Measures | Tamás KELETI | |
| SET | Set Theory | Péter KOMJÁTH | |
| THC | Theory of Computing | Katalin FRIEDL | |
| TOP | Introduction to Topology | Ágnes SZILÁRD | |
| DIG | Differential Geometry | Balázs CSIKÓS | READING |
| BIO | Stochastic Models in Bioinformatics | István MIKLÓS | READING |
| D&B | Dynamical Systems and Bifurcations | Péter SIMON | NOT OFFERED |
| LOG | Mathematical Logic | Miklós ERDÉLYI SZABÓ | |
| MAP | Mathematical Physics | TBA | NOT OFFERED |
| HIS (HST) | The Making of Modern Central Europe | Andrea PETŐ | |
| QUL (QUL) | Qualitative Research Methods | Andrea PETŐ | NOT OFFERED |
| HUN1 (HL1) | Beginner Hungarian Language | Erika FALLIER | |
| HUN2A (HL2A) | Intermediate Hungarian Language | Erika FALLIER | |
| HUN2B (HL2B) | Intermediate Hungarian Language | Ádám SZEKFŰ | |
| HUN3 (HL3) | Advanced Hungarian Language | Erika FALLIER | |
| HUC | Hungarian Art and Culture | Márta SIKLÓS | |
| HAM | Historical Aspects of Mathematics | András RINGLER | |
| OPH (PHIL) | Old World and New World Political Philosophy | János SALAMON | |
| FILM | Film Analysis - Great Masters of European Films | László ARATÓ |
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Last update: February 26, 2007