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- Cap_product abstract "In algebraic topology the cap product is a method of adjoining a chain of degree p with a cochain of degree q, such that q ≤ p, to form a composite chain of degree p − q. It was introduced by Eduard Čech in 1936, and independently by Hassler Whitney in 1938.".
- Cap_product wikiPageExternalLink ATchapters.html.
- Cap_product wikiPageID "5230810".
- Cap_product wikiPageRevisionID "597260382".
- Cap_product hasPhotoCollection Cap_product.
- Cap_product id "slant+product".
- Cap_product title "slant product".
- Cap_product subject Category:Algebraic_topology.
- Cap_product subject Category:Binary_operations.
- Cap_product subject Category:Homology_theory.
- Cap_product type BinaryOperations.
- Cap_product type BooleanOperation113440935.
- Cap_product type DataProcessing113455487.
- Cap_product type Operation113524925.
- Cap_product type PhysicalEntity100001930.
- Cap_product type Process100029677.
- Cap_product type Processing113541167.
- Cap_product comment "In algebraic topology the cap product is a method of adjoining a chain of degree p with a cochain of degree q, such that q ≤ p, to form a composite chain of degree p − q. It was introduced by Eduard Čech in 1936, and independently by Hassler Whitney in 1938.".
- Cap_product label "Cap product".
- Cap_product label "Cap-Produkt".
- Cap_product sameAs Cap-Produkt.
- Cap_product sameAs m.0d915p.
- Cap_product sameAs Q5034459.
- Cap_product sameAs Q5034459.
- Cap_product sameAs Cap_product.
- Cap_product wasDerivedFrom Cap_product?oldid=597260382.
- Cap_product isPrimaryTopicOf Cap_product.