Finite group action and vanishing of \(N^ G_*[F]\) (Q1069185)
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scientific article; zbMATH DE number 3934052
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Finite group action and vanishing of \(N^ G_*[F]\) |
scientific article; zbMATH DE number 3934052 |
Statements
Finite group action and vanishing of \(N^ G_*[F]\) (English)
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1986
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Let G be a finite group (not necessarily abelian) and \(G_ 2\) be the subgroup generated by the elements of order two in the centre of the group. Let F be the family of all G slice types [K;U] such that \(K\cap G_ 2\neq G_ 2\). An extension map e is defined on F' so that a family \(\tilde F=F'\cup e(F')\) is obtained. The paper aims at proving \(N^ G_*[\tilde F]=0\).
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finite group actions
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equivariant cobordism
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0.8964059
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0.8789333
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0.8782049
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0.87754786
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0.8767203
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