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- Simplicial_commutative_ring abstract "In algebra, a simplicial commutative ring is a commutative monoid in the category of simplicial abelian groups, or, equivalently, a simplicial object in the category of commutative rings. If A is a simplicial commutative ring, then it can be shown that is a commutative ring and are modules over that ring (in fact, is a graded ring over .)A topology-counterpart of this notion is a commutative ring spectrum.".
- Simplicial_commutative_ring wikiPageExternalLink what-is-a-simplicial-commutative-ring-from-the-point-of-view-of-homotopy-theory.
- Simplicial_commutative_ring wikiPageExternalLink what-facts-in-commutative-algebra-fail-miserably-for-simplicial-commutative-ring.
- Simplicial_commutative_ring wikiPageExternalLink SCR.pdf.
- Simplicial_commutative_ring wikiPageExternalLink crm-2008.pdf.
- Simplicial_commutative_ring wikiPageID "40782000".
- Simplicial_commutative_ring wikiPageRevisionID "604007746".
- Simplicial_commutative_ring subject Category:Algebraic_structures.
- Simplicial_commutative_ring subject Category:Commutative_algebra.
- Simplicial_commutative_ring subject Category:Ring_theory.
- Simplicial_commutative_ring comment "In algebra, a simplicial commutative ring is a commutative monoid in the category of simplicial abelian groups, or, equivalently, a simplicial object in the category of commutative rings. If A is a simplicial commutative ring, then it can be shown that is a commutative ring and are modules over that ring (in fact, is a graded ring over .)A topology-counterpart of this notion is a commutative ring spectrum.".
- Simplicial_commutative_ring label "Simplicial commutative ring".
- Simplicial_commutative_ring sameAs m.0y7wycg.
- Simplicial_commutative_ring sameAs Q17103286.
- Simplicial_commutative_ring sameAs Q17103286.
- Simplicial_commutative_ring wasDerivedFrom Simplicial_commutative_ring?oldid=604007746.
- Simplicial_commutative_ring isPrimaryTopicOf Simplicial_commutative_ring.