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- Indecomposable_module abstract "In abstract algebra, a module is indecomposable if it is non-zero and cannot be written as a direct sum of two non-zero submodules.Indecomposable is a weaker notion than simple module:simple means "no proper submodule" ,while indecomposable "not expressible as ".A direct sum of indecomposables is called completely decomposable; this is weaker than being semisimple, which is a direct sum of simple modules.".
- Indecomposable_module wikiPageID "810549".
- Indecomposable_module wikiPageRevisionID "526758785".
- Indecomposable_module hasPhotoCollection Indecomposable_module.
- Indecomposable_module subject Category:Module_theory.
- Indecomposable_module comment "In abstract algebra, a module is indecomposable if it is non-zero and cannot be written as a direct sum of two non-zero submodules.Indecomposable is a weaker notion than simple module:simple means "no proper submodule" ,while indecomposable "not expressible as ".A direct sum of indecomposables is called completely decomposable; this is weaker than being semisimple, which is a direct sum of simple modules.".
- Indecomposable_module label "Indecomposable module".
- Indecomposable_module label "Unzerlegbarer Modul".
- Indecomposable_module sameAs Unzerlegbarer_Modul.
- Indecomposable_module sameAs m.03dm9m.
- Indecomposable_module sameAs Q2499534.
- Indecomposable_module sameAs Q2499534.
- Indecomposable_module wasDerivedFrom Indecomposable_module?oldid=526758785.
- Indecomposable_module isPrimaryTopicOf Indecomposable_module.