MS Teaching Program for AY 2010-2011

Mandatory Courses for First Year Students
Fall Term	Winter Term
Basic Algebra 1  (Pal Hegedus)	Basic Algebra 2 (Pal Hegedus)
Introduction to Computer Science  (Istvan Miklos)	Complex Function Theory (Robert Szoke)
Probability and Statistics (Marianna Bolla)	Functional Analysis and Differential Equations (Gabor Elek)
Real Analysis (Laszlo Csirmaz)	-

Elective Courses for all MS Students
Fall Term	Winter Term	Spring Term
Computations in Algebra (Pal Hegedus)	Computational Number Theory (Laszlo Csirmaz)	TBA, distinguished lecture series, 1 credit or audit (Carsten Carstensen, Humboldt University, Berlin)
Differential Geometry (Balazs Csikos)	Topics in Financial Mathematics (Alexandru Kristaly)	TBA, distinguished lecture series, 1 credit or audit (Eduard Feireisl, Czech Academy of Sciences, Prague)
Graph Theory and Applications (Ervin Gyori)	Matrix Computations with Applications (Pal Hegedus)	-
Latex for Mathematicians, 1 credit (Laszlo Csirmaz, pre-session)	Multivariate Statistical Inference (Marianna Bolla)	-

Seminars
Fall Term	Winter Term	Spring Term
Departmental Seminar, mandatory for second year MS students, 1 credit (Pass/Fail), 1 hour/week (Gheorghe Morosanu)	Departmental Seminar, mandatory for all MS students; 1 hour/week; no credit for first year students, 1 credit for second year students; Pass/Fail (Gheorghe Morosanu)	Spring MS Seminar, mandatory for first year students, 1 credit (Pass/Fail) (Ervin Gyori)
	Winter MS Seminar, mandatory for second year students, 2 credits (Pass/Fail), 2 hours/week (Ervin Gyori)

Remarks:
1. Each course has 3 CEU credits (3 hours / week),  unless otherwise specified.
2. Spring Term course: Thesis Writing for Mathematics (12 hours = 6 lectures, no credit), mandatory for all MS students.
3. The syllabi of the above courses are available here. See also the course descriptions at Program Structure.