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differential graded algebra : ウィキペディア英語版
differential graded algebra
In mathematics, in particular abstract algebra and topology, a differential graded algebra is a graded algebra with an added chain complex structure that respects the algebra structure.
== Definition ==
A differential graded algebra (or simply DG-algebra) ''A'' is a graded algebra equipped with a map d\colon A \to A which is either degree 1 (cochain complex convention) or degree -1 (chain complex convention) that satisfies two conditions:
A differential graded augmented algebra (or simply DGA-algebra) is an augmented DG-algebra, i.e. a DG-algebra equipped with a morphism to the ground ring (the terminology
is due to Henri Cartan).〔H. Cartan, Sur les groupes d'Eilenberg-Mac Lane H(Π,n),
Proc. Nat. Acad. Sci. U. S. A. 40, (1954). 467–471〕
Many sources use the term ''DGAlgebra'' for a DG-algebra.

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