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- Cup_product abstract "In mathematics, specifically in algebraic topology, the cup product is a method of adjoining two cocycles of degree p and q to form a composite cocycle of degree p + q. This defines an associative (and distributive) graded commutative product operation in cohomology, turning the cohomology of a space X into a graded ring, H∗(X), called the cohomology ring. The cup product was introduced in work of J. W. Alexander, Eduard Čech and Hassler Whitney from 1935–1938, and, in full generality, by Samuel Eilenberg in 1944.".
- Cup_product wikiPageExternalLink ATpage.html.
- Cup_product wikiPageID "848684".
- Cup_product wikiPageLength "7030".
- Cup_product wikiPageOutDegree "44".
- Cup_product wikiPageRevisionID "615092092".
- Cup_product wikiPageWikiLink Algebraic_topology.
- Cup_product wikiPageWikiLink Cap_product.
- Cup_product wikiPageWikiLink Category:Algebraic_topology.
- Cup_product wikiPageWikiLink Category:Binary_operations.
- Cup_product wikiPageWikiLink Category:Homology_theory.
- Cup_product wikiPageWikiLink Chain_complex.
- Cup_product wikiPageWikiLink Cocycle_(algebraic_topology).
- Cup_product wikiPageWikiLink Cohomology.
- Cup_product wikiPageWikiLink Cohomology_operation.
- Cup_product wikiPageWikiLink Cohomology_ring.
- Cup_product wikiPageWikiLink De_Rham_cohomology.
- Cup_product wikiPageWikiLink Diagonal_functor.
- Cup_product wikiPageWikiLink Differentiable_manifold.
- Cup_product wikiPageWikiLink Eduard_Čech.
- Cup_product wikiPageWikiLink Embedding.
- Cup_product wikiPageWikiLink Exterior_algebra.
- Cup_product wikiPageWikiLink Functor.
- Cup_product wikiPageWikiLink Glen_Bredon.
- Cup_product wikiPageWikiLink Graded_ring.
- Cup_product wikiPageWikiLink Hassler_Whitney.
- Cup_product wikiPageWikiLink Homology_(mathematics).
- Cup_product wikiPageWikiLink Homomorphism.
- Cup_product wikiPageWikiLink James_Waddell_Alexander_II.
- Cup_product wikiPageWikiLink Künneth_theorem.
- Cup_product wikiPageWikiLink Linking_number.
- Cup_product wikiPageWikiLink Mapping_class_group.
- Cup_product wikiPageWikiLink Massey_product.
- Cup_product wikiPageWikiLink Mathematics.
- Cup_product wikiPageWikiLink Ring_homomorphism.
- Cup_product wikiPageWikiLink Samuel_Eilenberg.
- Cup_product wikiPageWikiLink Simplex.
- Cup_product wikiPageWikiLink Singular_homology.
- Cup_product wikiPageWikiLink Supercommutative_algebra.
- Cup_product wikiPageWikiLink Topological_space.
- Cup_product wikiPageWikiLink Transversality_(mathematics).
- Cup_product wikiPageWikiLink File:BorromeanRings.svg.
- Cup_product wikiPageWikiLink File:Linking_Number_1.svg.
- Cup_product wikiPageWikiLinkText "Cup product".
- Cup_product wikiPageWikiLinkText "cup product".
- Cup_product wikiPageWikiLinkText "cup".
- Cup_product wikiPageWikiLinkText "natural product".
- Cup_product wikiPageUsesTemplate Template:Main.
- Cup_product subject Category:Algebraic_topology.
- Cup_product subject Category:Binary_operations.
- Cup_product subject Category:Homology_theory.
- Cup_product hypernym Method.
- Cup_product type Software.
- Cup_product comment "In mathematics, specifically in algebraic topology, the cup product is a method of adjoining two cocycles of degree p and q to form a composite cocycle of degree p + q. This defines an associative (and distributive) graded commutative product operation in cohomology, turning the cohomology of a space X into a graded ring, H∗(X), called the cohomology ring. The cup product was introduced in work of J. W.".
- Cup_product label "Cup product".
- Cup_product sameAs Q3388699.
- Cup_product sameAs Cup-Produkt.
- Cup_product sameAs Cup-produit.
- Cup_product sameAs カップ積.
- Cup_product sameAs 합곱.
- Cup_product sameAs m.03gv_q.
- Cup_product sameAs Q3388699.
- Cup_product wasDerivedFrom Cup_product?oldid=615092092.
- Cup_product isPrimaryTopicOf Cup_product.