Lower bounds for the first Laplacian eigenvalue of geodesic balls of spherically symmetric manifolds

Details Lower bounds for the first Laplacian eigenvalue of geodesic balls of spherically symmetric manifolds Lower bounds for the first Laplacian eigenvalue of geodesic balls of spherically symmetric manifolds

2006-01-09

arxiv.org/abs/math/0601180v4

Int. J. Appl. Math. Stat. v. 6, 82- -86 (2006)

Mathematics

Differential Geometry

7 Pages, written in Latex. Revised version of the paper "Curvature free lower bounds for the first eigenvalue of normal geodes

Scientific paper

We obtain lower bounds for the first Laplacian eigenvalues of geodesic balls
of spherically symmetric manifolds. These lower bounds are only $C^{0}$
dependent on the metric coefficients.

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