discipline 
MSC in
Mathematics, Pure Mathematics, Elective Course

subject 
Combinatorial
Geometry 
lecturers 
Dr. Károly Bezdek (professor), Dr. Károly Böröczky (professor), Dr. Károly Böröczki Jr. (associate professor), Dr. Gábor Kertész (assistant professor). 
credits 
2 
period 
2nd semester 
curriculum 
Helly type theorems, Tverberg theorem, common
transversals, separating point systems. Sylvester problem about lines with
exactly two points. Incidences, crossing numbers of graphs, maximal number of
unit distances, ErdősSzekeres type problems, BorsukUlam problem. Illumination
of convex bodies. 
literature 
H.
Hadwiger, H. Debrunner: Combinatorial geometry. Holt, Rienehart and Winston,
1964. J. Matousek: Lectures on discrete
geometry, SpringerVerlag, 2002. 
form of tuition 
Two hours of lecture per week. 
mode of assessment 
oral exam 