PhD Teaching Program for AY 2010-2011

Mandatory Courses for First Year PhD Students
Fall Term	Winter Term
Topics in Algebra (Matyas Domokos)	Applied Functional Analysis (Gheorghe Morosanu)
Topics in Combinatorics (Ervin Gyori)	-

Elective Courses for all PhD Students
Fall Term	Winter Term	Spring Term
Hypergraphs, Set Systems, Intersection Theorems (Gyula Katona)	Random Methods in Combinatorics (Gyula Katona)	TBA, distinguished lecture series, 1 credit or audit (Eduard Feireisl, Czech Academy of Sciences, Prague)
Clasical Analytic  Number Theory (Gergely Harcos)	Algebraic Number Theory (Tamas Szamuely)	TBA,  distinguished lecture series, 1 credit or audit (Carsten Carstensen, Humboldt University, Berlin)
Combinatorial Number Theory II (Gergely Harcos)	Basic Algebraic Geometry (Tamas Szamuely)	Thesis Writing for Mathematics (12 hours = 6 lectures, no credit)
Lie Groups and Lie Algebras (Balazs Csikos)	Four Manifolds and Kirby Calculus (Andras Stipsicz)	-
Algebraic Topology (Andras Nemethi)	Matrix Analysis and Applications (Denes Petz)	-
Stochastic Analysis (Vilmos Prokaj)	Mathematical Methods in Statistical Physics (Balint Toth)	-
Latex for Mathematicians, 1 credit (Laszlo Csirmaz, pre-session)	Symplectic Manifolds, Lefschetz Fibration (Andras Stipsicz)	-
Homological Algebra  (Pham Ngoc Anh)	Topics in Group Theory (Peter Pal Palfy)	-
Random Computation (Zoltan Kiraly)	Hodge Theory (Andras Nemethi)	-
Singularities of Differential Maps (Andras Nemethi)	Introduction to Classification Theory (Karoly Boroczky, Jr.)	-
-	Algebraic Logic and Model Theory (Gabor Sagi)	-
-	Markets with Transaction Costs (Vilmos Prokaj)	-

Departmental Seminar
Fall Term	Winter Term
mandatory for first and second year PhD students, elective for others, 1 credit (Pass/Fail), 1 hour/week (Gheorghe Morosanu)	mandatory for first and second year PhD students, elective for others, 1 credit (Pass/Fail), 1 hour/week (Gheorghe Morosanu)