6 citations · 9 across the 3 of their papers we have counts for
3 papers
math.MG2010
On the Borsuk number of four-dimensional sets
Zsolt Langi
Borsuk conjectured that every n-dimensional bounded set of positive diameter can be partitioned into n+1 sets of smaller diameters. This conjecture was proved for n=2 by Borsuk, fo…
math.FA2010★ 6 cited
On diagonalizable operators in Minkowski spaces with the Lipschitz property
Zsolt Langi
A real semi-inner-product space is a real vector space $\M$ equipped with a function $[.,.] : \M \times \M \to \Re$ which is linear in its first variable, strictly positive and sat…
math.MG2010★ 3 cited
On the Hadwiger numbers of starlike disks
Zsolt Langi
The Hadwiger number of a topological disk in is the maximal number of pairwise nonoverlapping translates of that touch . It is well known that for a conve…