Colloquium
on Galois geometry
Friday, March 29, 2013
9h30: welcome coffee
10h00: Peter Vandendriessche (Ghent University)
Parameter-optimal minihypers
11h00: Nicola Durante (Università degli Studi di Napoli Federico II)
On sets with few intersection numbers with relation to lines in finite projective
and affine spaces
11h45: lunch
In de afternoon sessions, the presented talks are related
to the work of Pál Erdős, on the occasion of his 100th birthday
13h15: Leo Storme (Ghent University)
The probabilistic method in Galois geometries
14h15: Maarten De Boeck (Ghent University)
Erdős-Ko-Rado theorems in geometrical settings
15h00: coffee
15h30: Péter Sziklai (Eötvös Loránd University Budapest)
Directions and Erdős problems
16h30: Aart Blokhuis (Eindhoven University of Technology)
Some problems of Paul Erdős I solved, partly solved,
or just wanted to solve.
Few Distance Sets, Isosceles sets, Maximal k-cliques
and blocking sets with few points on every line.
Organisers:
Jan De Beule and Leo Storme
Ghent University
Emmy Noether Lecture Room
9000 Gent
Belgium
Participation, lunch and coffee are free, please
register before March 21, 2013