| AL1 |
Introduction to Abstract Algebra |
Áron BERECZKY |
| AAL |
Advanced Abstract Algebra |
Péter HERMANN
| |
| ANT |
Topics in Analysis |
Péter SIMON and Kálmán CZISZTER |
|
| ALT |
Algebraic topology |
Boldizsár KALMÁR |
|
| BIO |
Combinatorial and computational aspects of bioinformatics |
István MIKLÓS |
|
| CLX |
Complex Functions |
Gergely HARCOS |
| CO1.A |
Combinatorics 1 |
Dezső MIKLÓS |
| CO1.B |
Combinatorics 1 |
Attila SALI |
| CO2 |
Combinatorics of Finite Sets |
András GYÁRFÁS and Miklós RUSZINKÓ |
| COP |
Combinatorial Optimization |
Tibor JORDÁN |
|
| C&P |
Conjecture and Proof |
Róbert FREUD |
| DIG |
Differential Geometry |
Balázs CSIKÓS |
|
| FUN |
Functional Analysis |
Maté MATOLCSI |
| GAL |
Galois Theory |
Mátyás DOMOKOS |
|
| GMT |
Game Theory |
Patroklos BENATOS |
| GRT |
Graph Theory |
Gábor SIMONYI |
| IAG |
Introduction to Algebraic Geometry |
Alex KÜRONYA |
NEW |
| LOG |
Mathematical Logic |
Miklós ERDÉLYI SZABÓ |
|
| MAP |
Quantum Information and
Quantum Computation |
Mihály WEINER |
|
| MPS |
Mathematical Problem Solving |
Sándor DOBOS |
|
| NEG |
Non-Euclidean Geometries |
Gábor MOUSSONG |
NEW |
| NU1 |
Number Theory 1 |
Csaba SZABÓ |
| NUT |
Topics in Number Theory — Additive Combinatorics |
Antal BALOG |
|
| PRO |
Probability Theory |
Péter BÁLINT |
|
| RFM |
Real Functions and Measures |
Tamás KELETI |
TR>
STA |
Statistical Methods |
Marianna BOLLA |
|
|
SET |
Set Theory |
Lajos SOUKUP |
|
| THC |
Theory of Computing |
Gyula Y. KATONA |
| TOP |
Introduction to Topology |
Ágnes SZILÁRD |
|
| EUR |
Elective Undergraduate Research |
|
READING |
| DLG |
Discovery learning for gifted students |
Péter JUHÁSZ |
|
| OBM |
Classroom Observations in Mathematics |
Réka SZÁSZ |
|