Definitions from Wiktionary (Noetherian module)
▸ noun: (algebra) A module whose every submodule is finitely generated; or equivalently, a module whose submodules satisfy an ascending chain condition (i.e., any ascending chain of submodules levels off after a finite number of steps).
▸ noun: Alternative letter-case form of Noetherian module [(algebra) A module whose every submodule is finitely generated; or equivalently, a module whose submodules satisfy an ascending chain condition (i.e., any ascending chain of submodules levels off after a finite number of steps).]
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▸ noun: (algebra) A module whose every submodule is finitely generated; or equivalently, a module whose submodules satisfy an ascending chain condition (i.e., any ascending chain of submodules levels off after a finite number of steps).
▸ noun: Alternative letter-case form of Noetherian module [(algebra) A module whose every submodule is finitely generated; or equivalently, a module whose submodules satisfy an ascending chain condition (i.e., any ascending chain of submodules levels off after a finite number of steps).]
Similar:
Noetherian ring,
free module,
Noetherian domain,
free abelian group,
pregeometry,
algebra over a ring,
submodularity,
projective module,
radical,
submodule,
more...
▸ Words similar to Noetherian module
▸ Usage examples for Noetherian module
▸ Idioms related to Noetherian module
▸ Wikipedia articles (New!)
▸ Words that often appear near Noetherian module
▸ Rhymes of Noetherian module
▸ Invented words related to Noetherian module