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| | In [[mathematics]], more specifically in [[cohomology theory]], a <math>q \, \!</math>-cocycle <math>\alpha \, \!</math> in the cochain group <math>S^q(X) \, \!</math> is associated with a unique [[equivalence relation|equivalence class]] <math>[\alpha] \in H^q(X) \, \!</math> known as the '''cocycle class''' or '''coclass''' of <math>\alpha. \, \!</math> |
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| | [[Category:Homology theory]] |
| | [[Category:Algebraic topology]] |
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Latest revision as of 17:47, 11 October 2013
In mathematics, more specifically in cohomology theory, a -cocycle in the cochain group is associated with a unique equivalence class known as the cocycle class or coclass of
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