Scattering Theory for Conformally Compac
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David Borthwick
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Article
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2001
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Elsevier Science
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English
โ 445 KB
We develop the scattering theory of a general conformally compact metric by treating the Laplacian as a degenerate elliptic operator (with non-constant indicial roots) on a compact manifold with boundary. Variability of the roots implies that the resolvent admits only a partial meromorphic continuat