most citedSharp upper bound and a comparison theorem for the first nonzero Steklov eigenvalue

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math.DG2018

On Eigenvalue Problems Related to the Laplacian in a Class of Doubly Connected Domains

Sheela Verma

We consider two eigenvalue problems for Laplacian on some specific doubly connected domain. In particular, we study the following two eigenvalue problems. Let be an open ball…

math.DG2012★ 12 cited

Sharp upper bound and a comparison theorem for the first nonzero Steklov eigenvalue

Binoy, G. Santhanam

In this paper we prove that given a volume, among all domains with smooth boundary in rank-1 symmetric spaces of noncompact type, geodesic balls maximizes the first nonzero Steklov…

math.DG2012

Sharp upper bound for the first eigenvalue

Binoy, G. Santhanam

Let be a closed hypersurface in a noncompact rank-1 symmetric space with or in a complete, simply connected R…