Finite group action and vanishing of<i>N</i><sub>∗</sub><sup><i>G</i></sup>[<i>F</i>]
Finite group action and vanishing of<i>N</i><sub>∗</sub><sup><i>G</i></sup>[<i>F</i>]
Let G be a finite group (not necessarily abelian).The object of this paper is to describe a G-bordism theory which vanishes.We construct a family F of G slice types, such that the N*-module N*ί[F] is zero.Kosniowski has proved a similar result earlier for a finite abelian group.The present work is …