Totally geodesic boundaries are dense in the moduli space

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概要

• 論文の詳細を見る
• Mathematical Society of Japanの論文

著者

• Fujii Michihiko

  Department Of Mathematics Kyoto University

• Fujii Michihiko

  Department Of Mathematics Yokohana City University

• SOMA Teruhiko

  Department of Mathematical Sciences College of Science and Engineering Tokyo Denki University

• Fujii Michihiko

  Department Of Genome System Science Yokohama City University

関連論文

• Deformations of a hyperbolic 3-manifold not affecting its totally geodesic boundary.
• An Expression of Harmonic Vector Fields on Hyperbolic 3-Cone-Manifolds in Terms of Hypergeometric Functions
• On totally geodesic boundaries of hyperbolic 3-manifolds
• Totally geodesic boundaries are dense in the moduli space
• Sublethal Doses of Surfactants Induce Premature Senescence in Normal Human Skin Cells
• Volume of Certain Representations in Psl_2(C)
• Equivariant Surfaces in 3-Manifolds with Abelian Group Actions
• Intersection of Finitely Generated Surface Groups Ⅱ
• Sublethal Doses of Surfactants Induce Premature Senescence in Normal Human Skin Cells

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