Chain-homotopic chain maps: Difference between revisions

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==Definition==
==Definition==


Two [[chain map]]s between [[chain complex]]es are said to be '''chain-homotopic''' if there is a chain homotopy between them.
Two [[defining ingredient::chain map]]s between [[defining ingredient::chain complex]]es are said to be '''chain-homotopic''' if there is a [[defining ingredient::chain homotopy]] between them.


==Relation with other properties==
==Relation with other properties==


* [[Homology-equivalent chain maps]]
* [[Homology-equivalent chain maps]]

Latest revision as of 21:40, 11 January 2011

Definition

Two chain maps between chain complexes are said to be chain-homotopic if there is a chain homotopy between them.

Relation with other properties