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 BALOGREADING
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