Area of ideal triangles and Gromov hyperbolicity in Hilbert Geometry
We prove, in the context of Hilbert geometry, the equivalence between the existence of an upper bound on the area of ideal triangles and the Gromov-hyperbolicity.
math.DG↗
arXiv subjects
Publications and source records attributed to P. Verovic.
We prove, in the context of Hilbert geometry, the equivalence between the existence of an upper bound on the area of ideal triangles and the Gromov-hyperbolicity.