Mukai Juno | Department Of Mathematical Sciences Faculty Of Science Shinshu University
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概要
- Sugiura Mitsuoの詳細を見る
- 同名の論文著者
- Department Of Mathematical Sciences Faculty Of Science Shinshu Universityの論文著者
関連著者
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Mukai Juno
Department Of Mathematical Sciences Faculty Of Science Shinshu University
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Mukai Juno
Department Of Mathematics Faculty Of Liberal Arts Shinshu University
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Mukai Juno
Department Of Mathematics Faculty Of Liberal Arts Shinshu Unviersity
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Mukai Juno
Department Of Mathematical Sciences Fuculty Of Science Shinshu University
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Mukai Juno
Department Ofmathematical Sciences Faculty Of Science Shinshu University
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Mukai Juno
Department Of Mathematical Sciences Shinshu University
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Yamaguchi Kohhei
Department Of Computer Science And Information Mathematics University Of Electro-communications
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Inoue Tomohisa
Graduate School Of Science And Technology Shinshu University
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KACHI Hideyuki
Department of Mathematics Sciences, Shinshu University
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Oka Shichiro
Department Of Mathmatics Kyushu University
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Oka Shichiro
Department Of Mathematics Kyushu University
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Hirato Yoshihiro
School Of General Education Shinshu University
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Kachi Hideyuki
Department Of Mathematical Sciences Faculty Of Science Shinshu University
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Inoue Tomohisa
Graduate School of Science and Technology, Shinshu University
著作論文
- 21-st and 22-nd homotopy groups of the n-th rotation group
- Homotopy classification of twisted complex projective spaces of dimension 4
- The Element \bar{kappa} is not in the Image of the S¹-Transfer
- A note on the Hopf homomorphism of a Toda bracket and its applications
- On stable homotopy of the complex projective space
- On the Stable Homotopy of the Real Projective Space of Even Low Dimension : Dedicated to Professor Itiro Tamura on his 60th birthday
- The Order of the Attaching Class in the Suspended Quaternionic Quasi-Projective Space : Dedicated to Professor Minoru on his 60th birthday
- A note on the Kahn-Priddy map
- A remark on Toda's result about the suspension order of the stunted real projective space
- Correction to "On stable homotopy of complex projective space"
- A note on the quaternionic quasi-projective space