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- A∞-operad abstract "In the theory of operads in algebra and algebraic topology, an A∞-operad is a parameter space for a multiplication map that is associative "up to all higher homotopies," but not necessarily commutative. (An operad that describes a multiplication that is associative as well as commutative "up to homotopy" is called an E∞-operad.)".
- A∞-operad wikiPageID "15845764".
- A∞-operad wikiPageRevisionID "593395138".
- A∞-operad subject Category:Abstract_algebra.
- A∞-operad subject Category:Algebraic_topology.
- A∞-operad comment "In the theory of operads in algebra and algebraic topology, an A∞-operad is a parameter space for a multiplication map that is associative "up to all higher homotopies," but not necessarily commutative. (An operad that describes a multiplication that is associative as well as commutative "up to homotopy" is called an E∞-operad.)".
- A∞-operad label "A∞-operad".
- A∞-operad label "A无穷代数".
- A∞-operad sameAs A%E2%88%9E-operad.
- A∞-operad sameAs Q4833569.
- A∞-operad sameAs Q4833569.
- A∞-operad wasDerivedFrom A∞-operad?oldid=593395138.