Schaefer's dichotomy theorem [Schaefer, STOC'78] states that a boolean
c...
It is well-known that the 2-Thief-Necklace-Splitting problem reduces to ...
We solve a problem of Dujmović and Wood (2007) by showing that a complet...
We study the problem of recognizing whether a given abstract simplicial
...
Regression depth, introduced by Rousseeuw and Hubert in 1999, is a notio...
A family of k point sets in d dimensions is well-separated if the convex...
Recently, the second and third author showed that complete geometric gra...
Assume you have a 2-dimensional pizza with 2n ingredients that you want ...
Let P be a simple polygon, then the art gallery problem is looking for a...
The Tukey depth of a flat with respect to a point set is a concept that
...
We study families of depth measures defined by natural sets of axioms. W...
Motivated by recent work of Bukh and Nivasch on one-sided
ε-approximants...
Hadwiger and Debrunner showed that for families of convex sets in
ℝ^d wi...
We consider arrangements of n pseudo-lines in the Euclidean plane where
...
Let A be an arrangement of n lines in the Euclidean plane. The
<i>k-leve...
A famous result about mass partitions is the so called Ham-Sandwich
theo...
We consider the following problem: Let L be an arrangement of n
lines in...
Assume you have a pizza consisting of four ingredients (e.g., bread,
tom...
The Ham-Sandwich theorem is a well-known result in geometry. It states t...
The centerpoint theorem is a well-known and widely used result in discre...
Given a set of colored points in the plane, we ask if there exists a
cro...
We study the entanglement game, which is a version of cops and robbers, ...