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- Ext_functor abstract "In mathematics, the Ext functors of homological algebra are derived functors of Hom functors. They were first used in algebraic topology, but are common in many areas of mathematics. The name "Ext" comes from the connection between the functors and extensions in abelian categories.".
- Ext_functor wikiPageID "840758".
- Ext_functor wikiPageRevisionID "605305231".
- Ext_functor b "1".
- Ext_functor b "A ⊗k Aop".
- Ext_functor b "Ab".
- Ext_functor b "Fp[G]".
- Ext_functor b "R".
- Ext_functor b "Z[G]".
- Ext_functor b "n".
- Ext_functor hasPhotoCollection Ext_functor.
- Ext_functor p "*".
- Ext_functor p "1".
- Ext_functor p "i".
- Ext_functor p "m".
- Ext_functor p "n".
- Ext_functor p "′".
- Ext_functor p "′′".
- Ext_functor subject Category:Binary_operations.
- Ext_functor subject Category:Homological_algebra.
- Ext_functor type BinaryOperations.
- Ext_functor type BooleanOperation113440935.
- Ext_functor type DataProcessing113455487.
- Ext_functor type Operation113524925.
- Ext_functor type PhysicalEntity100001930.
- Ext_functor type Process100029677.
- Ext_functor type Processing113541167.
- Ext_functor comment "In mathematics, the Ext functors of homological algebra are derived functors of Hom functors. They were first used in algebraic topology, but are common in many areas of mathematics. The name "Ext" comes from the connection between the functors and extensions in abelian categories.".
- Ext_functor label "Ext (Mathematik)".
- Ext_functor label "Ext functor".
- Ext_functor label "Ext函子".
- Ext_functor label "Foncteur Ext".
- Ext_functor sameAs Ext_(Mathematik).
- Ext_functor sameAs Foncteur_Ext.
- Ext_functor sameAs Ext_함자.
- Ext_functor sameAs m.03g11h.
- Ext_functor sameAs Q1384902.
- Ext_functor sameAs Q1384902.
- Ext_functor sameAs Ext_functor.
- Ext_functor wasDerivedFrom Ext_functor?oldid=605305231.
- Ext_functor isPrimaryTopicOf Ext_functor.