[ Department of Mathematical Sciences,
Shinshu University
]
Matsumoto, 390-8621
Editor of this web site;
Kazunori Noguchi
---noguchi(at)math.shinshu-u.ac.jp
Shinshu Topology Seminar

[ Schedule ] [ Archives ] [ Participants ] [ Algebraic Toplogy: A guide to literature ] [ Japanese ]


Apl. 2005 -- Mar. 2006

Monday 13 June 2005. 13:30--
Title : Unstable splitting of V(1)\wedge V(1) (III)
Speaker : Takahisa Shina (Graduate School of Science and Technology, Shinshu University)
Room : A-427
Monday 20 June 2005. 13:30--
Title : Order of the commutator map (II)
Speaker : Shinichiro Omae (Graduate School of Science and Technology, Shinshu University)
Room : A-427
Monday 27 June 2005. 13:30--
Title : A rational splitting of a based mapping space
Speaker : Katsuhiko Kuribayashi (Faculty of Science, Shinshu University)
Room : A-427
Monday 24 October 2005. 13:30--
Title : Homotopy groups \pi_{4n+k}(SO(4n)/Sp(n)) for n\geq2 and k\leq5
Speaker : Tomohisa Inoue (Interdisciplinary Graduate School of Science and Technology, Shinshu University)
Room : A-427
Monday 31 October 2005. 13:30--
Title : Samelson product on [V^*,\Omega X]
Speaker : Takahisa Shina (Graduate School of Science and Technology, Shinshu University)
Room : A-427
Monday 21 November 2005. 13:30--
Title : Actions on spaces and operations on homotopy sets
Speaker : Tomohisa Inoue (Shinshu University)
Room : A-427
Monday 28 November 2005. 13:30--
Title : Lusternik-Schnirelmann category and coactions
Speaker : Tomohisa Inoue (Shinshu University)
Room : A-427
Monday 23 January 2006. 13:30--
Title : Filtering Salvetti complex
Speaker : Dai Tamaki (Faculty of Science, Shinshu University)
Room : A-427
Wed.-Thu. 15-16 March 2006. 10:30--12:00, 13:30--15:00, 15:30--17:00, 10:30--12:00
Title : (1) Stable homotopy category and complex cobordism.
(2) Moduli of formal group.
(3) Degeneracy of formal group and application to stable homotopy category.
(4) General Chern character.
Speaker : Takeshi Torii (Faculty of Science, Fukuoka University)
Room : A-427

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[Participants] [ Algebraic Toplogy: A guide to literature]