MONDAY | TUESDAY | WEDNESDAY | THURSDAY | FRIDAY | ||||||||||||
105 | 104 | 206 | 105 | 104 | 206 | 105 | 104 | 206 | * | 105 | 104 | 206 | 105 | 104 | 206 | |
8-10 | MUC | MUC | MUC | COA | COB | CO2 | ANT | RFM | COA | COB | CO2 | ANT | RFM | |||
10-12 | C&P | FUN | THC | GTT | TOP | DIG | GTT | TOP | DIG | PRO | NU1 | NUT | DYS | AAL | AL1 | SET |
12-14 | NU1 | NUT | GAL | CLX | AAL | AL1 | SET | GAL | CLX | C&P | FUN | THC | ||||
14-15 | HUN2A | HUN2B | BAG | HIS | HAM | HUN1B | HUC | HUN1A | OPH | HUN2B | BAG | ALT | MAP | |||
15-16 | HUN1A | HUN1B | HIS | HAM | LOG | HUC | HUN2A | OPH | HUN2B | BAG | ALT | MAP | ||||
16-17 | HUN1A | HUN1B | HIS | HAM | LOG | HUC | HUN2A | OPH | Colloquium Lectures |
* PRO is held in the small building in the courtyard; OPH is held in Room 111
MUC | Make-up classes | |||
AL1 (ALG1) | Introduction to Abstract Algebra | AAL (ALG2) | Advanced Abstract Algebra | |
ANT | Topics in Analysis | CLX | Complex Functions | |
COA (COM1A) | Combinatorics 1A | COB (COM1B) | Combinatorics 1B | |
CO2 (COM2) | Combinatorics 2 | |||
C&P | Conjecture and Proof | DIG | Differential Geometry | |
FUN | Functional Analysis | GAL | Galois Theory | |
GEO | Topics in Geometry CANCELLED | GTT (GRT) | Graph Theory | |
NU1 (NUM1) | Number Theory 1 | |||
NUT (NUM2) | Topics in Number Theory | PRO | Probability Theory READING | |
RFM | Real Functions and Measures | SET | Set Theory | |
THC | Theory of Computing | TOP | Introduction to Topology | |
ALT | Algebraic Topology READING | BAG | Basic Algebraic Geometry | |
DEQ | Ordinary Differential Equations CANCELLED | LOG | Mathematical Logic READING | |
DYS | Dynamical Systems READING | MAP | Mathematical Physics READING |
HAM | Historical Aspects of Mathematics | |
HIS (HST) | The Making of Modern Central Europe | |
HUC | Introduction to Hungarian Culture | |
HUN1A and HUN1B | Elementary Hungarian Language | Ádám SZEKFŰ and Dr. Erika FALLIER |
HUN2A | Intermediate Hungarian Language | Dr. Erika FALLIER |
HUN2B | Intermediate Hungarian Language | Ádám SZEKFŰ |
OPH (PHIL) | Old World and New World Political Philosophy |