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- Hyperhomology abstract "In homological algebra, the hyperhomology or hypercohomology of a complex of objects of an abelian category is an extension of the usual homology of an object to complexes.It is a sort of cross between the derived functor cohomology of an object and the homology of a chain complex. Hyperhomology is no longer used much: since about 1970 it has been largely replaced by the roughly equivalent concept of a derived functor between derived categories.".
- Hyperhomology wikiPageID "10324484".
- Hyperhomology wikiPageLength "3589".
- Hyperhomology wikiPageOutDegree "16".
- Hyperhomology wikiPageRevisionID "635762869".
- Hyperhomology wikiPageWikiLink Abelian_category.
- Hyperhomology wikiPageWikiLink Cartan–Eilenberg_resolution.
- Hyperhomology wikiPageWikiLink Category:Homological_algebra.
- Hyperhomology wikiPageWikiLink Crystalline_cohomology.
- Hyperhomology wikiPageWikiLink Derived_category.
- Hyperhomology wikiPageWikiLink Derived_functor.
- Hyperhomology wikiPageWikiLink Exact_functor.
- Hyperhomology wikiPageWikiLink Hodge–de_Rham_spectral_sequence.
- Hyperhomology wikiPageWikiLink Homological_algebra.
- Hyperhomology wikiPageWikiLink Injective_object.
- Hyperhomology wikiPageWikiLink Logarithmic_form.
- Hyperhomology wikiPageWikiLink Quasi-isomorphism.
- Hyperhomology wikiPageWikiLink Spectral_sequence.
- Hyperhomology wikiPageWikiLinkText "Hyperhomology".
- Hyperhomology wikiPageWikiLinkText "hypercohomology".
- Hyperhomology wikiPageWikiLinkText "hyperhomology".
- Hyperhomology author "V.I. Danilov".
- Hyperhomology id "H/h048480".
- Hyperhomology title "Hyperhomology functor".
- Hyperhomology wikiPageUsesTemplate Template:Bulleted_list.
- Hyperhomology wikiPageUsesTemplate Template:Springer.
- Hyperhomology subject Category:Homological_algebra.
- Hyperhomology hypernym Extension.
- Hyperhomology type Software.
- Hyperhomology comment "In homological algebra, the hyperhomology or hypercohomology of a complex of objects of an abelian category is an extension of the usual homology of an object to complexes.It is a sort of cross between the derived functor cohomology of an object and the homology of a chain complex. Hyperhomology is no longer used much: since about 1970 it has been largely replaced by the roughly equivalent concept of a derived functor between derived categories.".
- Hyperhomology label "Hyperhomology".
- Hyperhomology sameAs Q5958057.
- Hyperhomology sameAs m.02q8j1z.
- Hyperhomology sameAs Q5958057.
- Hyperhomology wasDerivedFrom Hyperhomology?oldid=635762869.
- Hyperhomology isPrimaryTopicOf Hyperhomology.