activity
20042011
most citedKähler-Einstein fillings

16 citations · 44 across the 9 of their papers we have counts for

collaborators

9 papers

math.DG2011★ 7 cited

A Lichnerowicz estimate for the first eigenvalue of convex domains in Kähler manifolds

Boris Kolev, Vincent Guedj, Nader Yeganefar

In this article, we prove a Lichnerowicz estimate for a compact convex domain of a Kähler manifold whose Ricci curvature satisfies $\Ric \ge k$ for some constant . When equali…

math.CV2011★ 16 cited

Kähler-Einstein fillings

Vincent Guedj, Boris Kolev, Nader Yeganefar

We show that on an open bounded smooth strongly pseudoconvex subset of $\CC^{n}$, there exists a Kähler-Einstein metric with positive Einstein constant, such that the metric restri…

math-ph2009★ 2 cited

Resolvent expansions on hybrid manifolds

Konstantin Pankrashkin, Svetlana Roganova, Nader Yeganefar

We study Laplace-type operators on hybrid manifolds, i.e. on configurations consisting of closed two-dimensional manifolds and one-dimensional segments. Such an operator can be con…

math.DG2009

Topological finiteness for asymptotically nonnegatively curved manifolds

Nader Yeganefar

We prove that a class of asymptotically nonnegatively curved manifolds (in the sense of Abresch) satisfying some uniform Euclidean type volume growth conditions contains only finit…

math.DG2005★ 4 cited

On manifolds with quadratic curvature decay

Nader Yeganefar

We give conditions which imply that a complete noncompact manifold with quadratic curvature decay has finite topological type. In particular, we find links between the topology of…

math.DG2005

On the fundamental group of some open manifolds

Nader Yeganefar

We study fundamental groups of non compact Riemannian manifolds. We find conditions which ensure that the fundamental group is trivial, finite or finitely generated.