Cyclic homology

In mathematics, cyclic homology is an aspect of homological algebra. It was defined in 1983 by Allan Connes, as a sequence of groups written as

Related Topics:
Mathematics - Homological algebra - 1983 - Allan Connes

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:HCn(R).

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It may be generally defined as a certain general procedure to associate a cyclic sequence of abelian groups or modules to a given mathematical object (such as a topological space or a group).

Related Topics:
Sequence - Abelian group - Modules - Topological space - Group

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