Fukui Kazuhiko | Department Of Mathematics Kyoto Sangyo University
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概要
関連著者
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Fukui Kazuhiko
Department Of Mathematics Kyoto Sangyo University
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ABE Kojun
Department of Mathematical Sciences Shinshu University
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Imanishi Hideki
Faculty Of Integrated Human Studies Kyoto University
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MIURA Takeshi
Department of Electronic Engineering, University of Electro-Communications
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Miura Takeshi
Department Of Applied Mathematics And Physics Graduate School Of Science And Engineering Yamagata Un
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Hirai Etsuko
Department Of Mathematics Faculty Of Science Kyoto Sangyo University
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Hirai Etsuko
Department Of Mathematics Kyoto Sangyo University
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Fukui Kazuhiko
Department Of Mathematics Kyoto University
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MORI Atsuhide
Department of Mathematics, Kyoto Sangyo University
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Mori Atsuhide
Department Of Mathematics Kyoto Sangyo University
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MIURA TAKESHI
Department of Applied Chemistry, Osaka City University
著作論文
- Stability of foliations of 3-manifolds by circles
- A NOTE ON THE FIRST HOMOLOGY OF THE GROUP OF POLYNOMIAL AUTOMORPHISMS OF THE COORDINATE SPACE
- On the First Homology of the Groups of Foliation Preserving Diffeomorphisms for Foliations with Singularities of Morse Type
- Commutators of C^∞-diffeomorphisms preserving a submanifold
- On the structure of the group of Lipschitz homeomorphisms and its subgroups, II : Dedicated to Professor Hideki Imanishi on his 60th birthday
- On the first homology of the group of equivariant Lipschitz homeomorphisms
- Stability and Instability of Certain Foliations of $4$-Manifolds by Closed Orientable Surfaces
- Commutators of Foliation Preserving Homeomorphisms for Certain Compact Foliations : Dedicated to Professor Hiroyasu Ishimoto on his 60th birthday
- On commutators of foliation preserving homeomorphisms
- On the structure of the group of Lipschitz homeomorphisms and its subgroups
- Codimension Two Compact Hausdorff Foliations by Hyperbolic Surfaces Are Not Stable
- Commutator Length of Leaf Preserving Diffeomorphisms
- Peusell-Shanks Type Theorem for Free $\mathit{G}$-Manifolds