SASAKIAN MANIFOLDES, HODGE DECOMPOSITION AND MILNOR ALGEBRAS

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概要

• 論文の詳細を見る

• In this paper we show that Hodge numbers $ h^{P,q} $ of a compact Sasakian $ (2n+1) $-manifold $M, {2n+1} \geqq 5 $, are given by the dimension of certain linear subspaces of the Milnor algebras $ \mathbb{C}[Z_i]/({ \partial f}/{\partial Z_i}) $, when $ M $ is a link of an isolated singularity associated with a weighted homogeneous polynomial $ f= f(z_1, \ldots ,Z_{n+2}) $.

• Faculty of Mathematics, Kyushu Universityの論文

著者

• Itoh Mitsuhiro

  Institute Of Mathematics University Of Tsukuba

• Ito Mitsuhiro

  Institute of Mathematics University of Tsukuba

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