D∞-differential E∞-algebras and Steenrod operations in spectral sequences
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This paper is devoted to the introduction of a D ∞-differential analog of the notion of an E ∞-(co)algebra and to the construction of generalized Steenrod operations in terms of multiplicative spectral sequences. In this paper, we investigate basic homotopy properties of D ∞-differential E ∞-(co)algebras and construct a spectral sequence of a D ∞-differential E ∞-(co)algebra.
KeywordsSymmetrical Group Spectral Sequence Homology Class Cochain Complex Initial Term
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- 11.V. A. Smirnov, “Lie algebras over operads and their application in homotopy theory,” Izv. RAN Ser. Mat., 62, No. 3, 121–154 (1998).Google Scholar