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- Projective_module abstract "In mathematics, particularly in abstract algebra and homological algebra, the concept of projective module over a ring R is a generalisation of the idea of a free module (that is, a module with basis vectors). Various equivalent characterizations of these modules appear below.Projective modules were first introduced in 1956 in the influential book Homological Algebra by Henri Cartan and Samuel Eilenberg.".
- Projective_module thumbnail Projective_module.png?width=300.
- Projective_module wikiPageExternalLink Kbook.html.
- Projective_module wikiPageID "364488".
- Projective_module wikiPageRevisionID "603140749".
- Projective_module hasPhotoCollection Projective_module.
- Projective_module subject Category:Homological_algebra.
- Projective_module subject Category:Module_theory.
- Projective_module comment "In mathematics, particularly in abstract algebra and homological algebra, the concept of projective module over a ring R is a generalisation of the idea of a free module (that is, a module with basis vectors). Various equivalent characterizations of these modules appear below.Projective modules were first introduced in 1956 in the influential book Homological Algebra by Henri Cartan and Samuel Eilenberg.".
- Projective_module label "Module projectif".
- Projective_module label "Modulo proiettivo".
- Projective_module label "Módulo proyectivo".
- Projective_module label "Projective module".
- Projective_module label "Projektive Dimension".
- Projective_module label "Проективный модуль".
- Projective_module label "投射模".
- Projective_module sameAs Projektive_Dimension.
- Projective_module sameAs Módulo_proyectivo.
- Projective_module sameAs Module_projectif.
- Projective_module sameAs Modulo_proiettivo.
- Projective_module sameAs 射影加群.
- Projective_module sameAs m.01_ty9.
- Projective_module sameAs Q942423.
- Projective_module sameAs Q942423.
- Projective_module wasDerivedFrom Projective_module?oldid=603140749.
- Projective_module depiction Projective_module.png.
- Projective_module isPrimaryTopicOf Projective_module.
