SPECTRAL RIGIDITY OF COMPACT KAEHLER AND CONTACT MANIFOLDS

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概要

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• Complex projective space C{P_n} with the Fubini-Study metric, and the odd-dimensional constant curvature sphere {S<SUP>2n + 1</SUP>} have recently been characterized by the spectrum of the Laplacian on 2-forms. In this paper, C{P_n} and {S<SUP>2n + 1</SUP>} are characterized among the classes of compact Kaehler and Sasakian manifolds, respectively, by the spectrum of the Laplacian on p-forms for any fixed p.

• 東北大学大学院理学研究科数学専攻の論文

著者

• GOLDBERG S.

  DEPARTMENT OF MATHEMATICS & STATISTICS QUEEN'S UNIVERSITY KINGSTON

• GAUCHMAN H.

  DEPARTMENT OF MATHEMATICS UNIVERSITY OF ILLINOIS

関連論文

• SPECTRAL RIGIDITY OF COMPACT KAEHLER AND CONTACT MANIFOLDS

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