JP Journal of Geometry and Topology
Volume 8, Issue 1, Pages 93 - 102
(March 2008)
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SPECTRUM OF AN EINSTEIN-LIKE MANIFOLD
Sharief Deshmukh (Saudi Arabia)
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Abstract:
In this paper, we obtain a lower bound for the nonzero eigenvalues of Laplacian operator on a compact Einstein-like manifold (Riemannian manifold with parallel Ricci tensor) similar to Simon’s result [9]. |
| Keywords and phrases: Ricci curvature, eigenvalues, eigenfunctions, Laplacian operator. |
| Communicated by Yasuo Matsushita |
| Number of Downloads: 255 | Number of Views: 556 |
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