Article ID Journal Published Year Pages File Type
1895215 Journal of Geometry and Physics 2006 8 Pages PDF
Abstract

The absense of the point spectrum of the Dirac operator is investigated. By the method of an integral identity, it is shown that some non-compact complete manifold with a pole has no L2L2-eigenspinors for non-zero eigenvalues.

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Physical Sciences and Engineering Mathematics Mathematical Physics
Preview
On the point spectrum of the Dirac operator on a non-compact manifold
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