MINAMI Norihiko

J-GLOBAL         Last updated: Nov 12, 2019 at 03:10
MINAMI Norihiko
Nagoya Institute of Technology
Job title
Master of Science
Research funding number

Research Interests


Research Areas



Mar 1981
Faculty of Science, Kyoto University
Mar 1983
Graduate School, Division of Natural Science, Kyoto University

Committee Memberships

Editorial Board, Algebraic & Geometric Topology  editor

Published Papers

On the I(G)-adic topology of the Burnside ring of compact Lie groups
Publications of Research Institute for Mathematical Sciences, Kyoto University   20(3) 447-460   Apr 1984
On the set of free homotopy classes and Brown's construction
Hiroshima Mathematical Journal   14(2) 359-369   Apr 1984
Group homomorphisms inducing an isomorphism of a functor
Mathematical Proceedings of the Cambridge Philosophical Society   104(1) 81-93   Apr 1988
Multiplicative homology operations and transfer
Memoirs of the American Mathematical Society   94(457) iv+74 pp   Apr 1991
On the odd-primary stable J-homomorphism
Boletin de la Sociedad Matematica Mexicana. Segunda Serie      Apr 1992

Books etc

Matthew Ando, Norihiko Minami, Jack Morava and W Stephen Wilson (Part:Joint Editor)
mathematical sciences publishers   Apr 2007   

Conference Activities & Talks

Lurie's Equivariant Elliptic Cohomology
Norihiko Minami
第34回変換群論シンポジウム   22 Nov 2007   川上智博, 山崎正之
Derived Algebraic Geometry and Elliptic Cohomology, following Lurie and Toen-Vezzosi
Norihiko Minami
第3回代数・解析・幾何学セミナー   18 Feb 2008   木村俊一(広島大理),竹内潔(筑波大数学),與倉昭治(鹿児島大理)
LurieさんのQuasi Categoryにおける米田の補題
Norihiko Minami
変換群の幾何とその周辺   19 May 2008   原 靖浩
Lurie’s Quasi Category Topos Theory
Norihiko Minami,
The 35th Symposium on Transformation Groups   11 Nov 2008   Masayuki Yamasaki, Mikiya Masuda
Lurie’s quasi category topos theory
ホモトピー論シンポジウム   5 Dec 2008   井上浩一, 中川征樹

Research Grants & Projects

Global problems on the stable homotopy groups of the Sphere.Especially ,the Kervaire invariant one problem and the new doomsday conjecture
Global problems, on the stable homotopy category,Especially,Hopkins'chromatic splitting conjecture
The Stable homotopy Seiberg-Witten invariants for 4 manifolds