CLA Classical Algebra - review Csaba SZABÓ NON CREDIT
GRE GRE preparation session Roman ANDREEV NON CREDIT
HUP Hungarian + Anna Fóti NON CREDIT





The course-map on the right is intended to give you some information on the level of courses on an "introductory-intermediate-advanced" scale (top to bottom).
Note that a solid arrow indicates prerequisite courses, while a dashed arrow is for suggested but not required prerequisits.
Click here for a full view of the course map.


Also, see the courses listed alphabetically by abbreviation, below.

(Click on the class abbreviation for a description of the class, both on the map and the alphabetic list.)


AL1 Introduction to Abstract Algebra Robert FREUD
AAL Advanced Abstract Algebra Gabor SOMLAI
ALT Algebraic topology András STIPSICZ
CLA Classical Algebra Peter HERMANN
CMA Commutative Algebra Mátyás DOMOKOS reading
CLX Complex Functions Gergely HARCOS
CO1.A Combinatorics 1 Dezső MIKLÓS
CO1.B Combinatorics 1 Attila SALI
CO2 Combinatorics of Finite Sets András GYÁRFÁS
COP Combinatorial Optimization Tibor JORDÁN
C&P Conjecture and Proof Tamás KELETI
DCG Discrete and Convex Geometry Gergely AMBRUS
DIG Differential Geometry Balázs CSIKÓS reading
FUN Functional Analysis  Dávid KUNSZENTI-KOVÁCS
GAL Galois Theory Mátyás DOMOKOS reading
GMT Game Theory Tamás KIRÁLY
GRT.A Graph Theory , Track A Ervin GYÖRI cancelled
GRT.B Graph Theory , Track B Gábor SIMONYI
IAG Introduction to Algebraic Geometry Pál ZSÁMBOKI
IST Inquiry based spectral theory Miklós ABÉRT
LOG Mathematical Logic Miklós ERDÉLYI SZABÓ reading
MAN Introduction to Mathematical Analysis Tamás TASNÁDI
MAP Quantum Information and Quantum Computation Mihály WEINER
MCR Introduction to Mathematical Cryptography Péter MAGA
MPS Mathematical Problem Solving Sándor DOBOS
NEG Non-Euclidean Geometries Gábor MOUSSONG
NU1 Introduction to Number Theory Csaba SZABÓ
NUT Topics in Analytic Number Theory Antal BALOG reading
PRO Probability Theory Péter BÁLINT
RFM Real Functions and Measures Péter SIMON
SET Set Theory Lajos SOUKUP
STA Statistical Methods Marianna BOLLA reading
TAL Classical and Modern Theory of Algorithms István MIKLÓS reading
THC Theory of Computing Gyula Y. KATONA
TOP Introduction to Topology Agnes SZILARD
RES Research Opportunities                          
DLP Discovery Learning: The Pósa Method Péter JUHÁSZ cross-listed1 with BSME3
AGT Advanced Topics in Graph Theory — Graph Limits László LOVÁSZ cross-listed1 with ELTE University2
AGE Advanced Algebraic Geometry — Sheaves and cohomology Andras NEMETHI cross-listed1 with ELTE University2
CCC Computational complexity of counting and sampling István MIKLÓS cross-listed1 with ELTE University2
DDE Dynamical Systems and Differential Equations Péter SIMON cross-listed1 with ELTE University2
GLF Graph Limits from a Functional Analytic Point of View David KUNSZENTI-KOVACS cross-listed1 with ELTE University2
LIE Lie Algebras Péter PÁL PÁLFY cross-listed1 with ELTE University2
PMC Probabilistic Methods in Combinatorics Péter CSIKVÁRI cross-listed1 with ELTE University2


REMARKS:
  1. Mathematics classes cross listed with other institutions: BSM works closely with several other Mathematics or Mathematics related programs in Budapest. Typically we offer up to 1 or 2 classes each semester from the Eotvos University (ELTE) and/or the Central European University (CEU) and the Budapest Semesters in Mathematics Education (BSME) program.
    Taking a crosslisted class at another institution not only allows you to study a subject not offered by BSM but in addition may enhance your study-abroad experience since the classes may run completely different style as at BSM and your classmates will be from outside of BSM.
    Note that a grade you receive for a cross listed class will appear on your BSM transcript as a BSM class, with no mention of the other institution that offers it.
  2. Classes cross listed with ELTE University, Institute of Mathematics. The classes are held on their campus which is about 30 minutes from BSM.
  3. This class is cross listed with Budapest Semesters in Mathematics Education program and is held in the same building as where the BSM classes are. Exact location and time will be announced later.
    This is a true math class in problem solving, only available in Hungary! Can easily be the best class to take for a truly Hungarian study abroad experience.
    In order to encourage taking this class, this BSME class does not count towards the 5-math-course limit!


PHI Philosophy of Mathematics Kálmán CZISZTER
HL1 Beginner Hungarian Language Judit ROTH
HL2 Intermediate Hungarian Language Katalin MIKLOSY
MUS Hungarian Music in the 20th century - Classical, Folk and Popular Laura ANTAL
HUC Hungarian Art and Culture Judit BARTA
FILM Great Masters of European Cinema László ARATÓ cross listed with McDaniel


Click here for information on extra classes at BSME, AIT and McDaniel College