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- Simple_module abstract "In mathematics, specifically in ring theory, the simple modules over a ring R are the (left or right) modules over R that have no non-zero proper submodules. Equivalently, a module M is simple if and only if every cyclic submodule generated by a non-zero element of M equals M. Simple modules form building blocks for the modules of finite length, and they are analogous to the simple groups in group theory.In this article, all modules will be assumed to be right unital modules over a ring R.".
- Simple_module wikiPageID "29430".
- Simple_module wikiPageRevisionID "597993838".
- Simple_module hasPhotoCollection Simple_module.
- Simple_module subject Category:Module_theory.
- Simple_module subject Category:Representation_theory.
- Simple_module comment "In mathematics, specifically in ring theory, the simple modules over a ring R are the (left or right) modules over R that have no non-zero proper submodules. Equivalently, a module M is simple if and only if every cyclic submodule generated by a non-zero element of M equals M. Simple modules form building blocks for the modules of finite length, and they are analogous to the simple groups in group theory.In this article, all modules will be assumed to be right unital modules over a ring R.".
- Simple_module label "Einfacher Modul".
- Simple_module label "Module simple".
- Simple_module label "Módulo simples".
- Simple_module label "Simple module".
- Simple_module label "Простой модуль".
- Simple_module label "單模".
- Simple_module sameAs Einfacher_Modul.
- Simple_module sameAs Module_simple.
- Simple_module sameAs 단순가군.
- Simple_module sameAs Módulo_simples.
- Simple_module sameAs m.07900.
- Simple_module sameAs Q956233.
- Simple_module sameAs Q956233.
- Simple_module wasDerivedFrom Simple_module?oldid=597993838.
- Simple_module isPrimaryTopicOf Simple_module.