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proper generator theorem (Theorem)
Theorem 0.1   Any commutative ring is the endomorphism ring of a proper generator in a suitably chosen Grothendieck category.



"proper generator theorem" is owned by bci1.
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See Also: proper generator of a Grothendieck category, Grothendieck category, endomorphism, ring, generator

Keywords:  proper generator, theorem, Grothendieck category
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Cross-references: Grothendieck category, proper generator, endomorphism ring, commutative ring

This is version 3 of proper generator theorem, born on 2008-10-04, modified 2008-10-17.
Object id is 11137, canonical name is ProperGeneratorTheorem.
Accessed 407 times total.

Classification:
AMS MSC: 18-00 (Category theory; homological algebra :: General reference works )
 18E05 (Category theory; homological algebra :: Abelian categories :: Preadditive, additive categories)
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