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Two properties of volume growth entropy in Hilbert geometry
Auteur(s)
Verovic, Patrick
Date de parution
2014-11-9
In
Geometriae Dedicata
Vol.
1-2
No
173
De la page
163
A la page
175
Résumé
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.
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Type de publication
journal article
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