Two properties of volume growth entropy in Hilbert geometry
Author(s)
Verovic, Patrick
Date issued
November 9, 2014
In
Geometriae Dedicata
Vol
1-2
No
173
From page
163
To page
175
Abstract
The aim of this paper is to provide two examples in Hilbert geometry which show that volume growth entropy is not always a limit on the one hand, and that it may vanish for a non-polygonal domain in the plane on the other hand.
Project(s)
Publication type
journal article
File(s)