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- Support_of_a_module abstract "In algebra, the support of a module M over a commutative ring A is the set of all prime ideals of A such that . It is denoted by . In particular, if and only if its support is empty. If be an exact sequence of A-modules. Then If is a sum of submodules , then If is a finitely generated A-module, then is the set of all prime ideals containing the annihilator of M. In particular, it is closed.If are finitely generated A-modules, thenIf is a finitely generated A-module and I is an ideal of A, then is the set of all prime ideals containing This is .".
- Support_of_a_module wikiPageID "16073360".
- Support_of_a_module wikiPageRevisionID "584636884".
- Support_of_a_module hasPhotoCollection Support_of_a_module.
- Support_of_a_module subject Category:Module_theory.
- Support_of_a_module comment "In algebra, the support of a module M over a commutative ring A is the set of all prime ideals of A such that . It is denoted by . In particular, if and only if its support is empty. If be an exact sequence of A-modules. Then If is a sum of submodules , then If is a finitely generated A-module, then is the set of all prime ideals containing the annihilator of M.".
- Support_of_a_module label "Support of a module".
- Support_of_a_module sameAs m.0k3lt2h.
- Support_of_a_module sameAs Q7644587.
- Support_of_a_module sameAs Q7644587.
- Support_of_a_module wasDerivedFrom Support_of_a_module?oldid=584636884.
- Support_of_a_module isPrimaryTopicOf Support_of_a_module.