On Hermite-Liouville manifolds

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概要

• 論文の詳細を見る

• In this paper we study a certain class of Hermitian n-manifolds whose geodesic flows admit n first integrals of certain kind. It is a generalization of Kähler-Liouville manifold in [3] and called Hermite-Liouville manifold. We completely determine the local structure of Hermite-Liouville manifolds “of type (A)”, and construct global examples over the complex projective space.

• 社団法人 日本数学会の論文
• 2010-07-01

著者

• KIYOHARA Kazuyoshi

  Department of Mathematics Faculty of Science and Engineering Saga University

• Igarashi Masayuki

  Faculty Of Industrial Science & Technology Science University Of Tokyo

• Kiyohara Kazuyoshi

  Department Of Mathematics Faculty Of Science Okayama University

• Igarashi Masayuki

  Faculty Of Industrial Science And Technology Tokyo University Of Science

関連論文

• Noncompact Liouville surfaces
• On compact Kahler-Liouville surfaces
• On Hermite-Liouville manifolds
• Compact Liouville surfaces : Dedicated to Professor Noboru Tanaka on his 60th birthday

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