discipline 
Pure Math

subject 
Set
theory

lecturers 
Péter Komjáth 
credits 
8 
period 
1,2,3,4 
curriculum 
Combinatorial
set theory. Infinite graphs. Ramsey’s
theorem. Inaccessible, Mahlo, weakly compact,
measurable, supercompact, cardinals. The singular
cardinal problem. Axiomatic set theory. Forcing, Cohen reals. Forcing a Suslin tree. Kurepatrees. Iterated forcing. Martin’s axiom. Prikry forcing. Kunen’s
theorem. 
literature 
K.
Kunen: Set theory, An introduction to independence proof, A.
Kanamori: The higher infinite, Springer, 1994. 
Form of tuition 
lectures 
mode of assessment 
oral exam 