A family ℱ of sets satisfies the (p,q)-property if among every
p members...
We introduce and study conflict-free colourings of t-subsets in
hypergra...
We construct families of circles in the plane such that their tangency g...
Consider the hypergraph whose vertex set is a family of n lines in gener...
For a family ℱ of sets in ℝ^d, the Krasnoselskii
number of ℱ is the smal...
In standard rounding, we want to map each value X in a large continuous
...
We study a natural generalization of the classical ϵ-net problem
(Haussl...
Let P be a set of n points in general position in the plane. Let R be a
...
A set family F is said to satisfy the (p,q) property if among any p
sets...
Let P be a set of n ≥ 5 points in convex position in the plane. The
path...