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Eigenvalue estimates of the Dirac operator depending on the Ricci tensor

This electronic pre-print comes from researchers at the Institute of Mathematics at The Technical University, Berlin. The paper, which is available in .ps gzipped format, demonstrates a new lower bound for the first eigenvalue of the Dirac operator on a compact Riemannian spin manifold by refined Weitzenbock techniques. It is used for manifolds with harmonic curvature tensor and depends on the Ricci tensor.
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Date Issued c1999
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Scout Publication
Date of Scout Publication 2001-05-09
Archived Scout Publication URL https://scout.wisc.edu/report/se/2001/0509

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