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title

Boundary conformal volume and the first Steklov Eigenvalue

Author(s):
Mohammed Nour

Keywords:

Abstract

In this paper we give an overview results abut the boundary conformal volume of - dimensional Riemannian manifold with nonempty boundary . we give an estimates for the first eigenvalue of the Dirichlet-to-Neumann map. we prove that the boundary - conformal volume and were is a conformal map from the surfaces to the unit ball in we also showing that for .

Other Details
Paper ID: IJSARTV
Published in: Volume : 6, Issue : 11
Publication Date: 11/23/2020

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