43 citations · 162 across the 29 of their papers we have counts for
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math.DG2012★ 1 cited
Upper and lower bounds for the first eigenvalue and the volume entropy of noncompact Kähler manifolds
Roberto Mossa
We find upper and lower bounds for the first eigenvalue and the volume entropy of a noncompact real analytic Kähler manifold, in terms of Calabi's diastasis function and diastatic…
math.DG2012★ 6 cited
The volume entropy of local Hermitian symmetric space of noncompact type
Roberto Mossa
We calculate the volume entropy of local Hermitian symmetric spaces of noncompact type in terms of its invariant , , .
math.DG2012★ 11 cited
A bounded homogeneous domain and a projective manifold are not relatives
Roberto Mossa
Let and be two Kähler manifolds. One says that and are "relatives" if they share a non-trivial Kähler submanifold , namely, if there exist two holomorphi…