Extrinsic eigenvalue estimates of the Dirac operator

Mathematics – Differential Geometry

Scientific paper

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12pages,submitted to "Math.Z.", Jun 2006

Scientific paper

For a compact spin manifold $M$ isometrically embedded into Euclidean space,
we derive the extrinsic estimates from above and below for eigenvalues of the
Dirac operators, which depend on the second fundamental form of the embedding.
We also show the bounds of the ratio of the eigenvalues.

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