Fall 2004

Schedule of classes

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


Syllabi

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