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Grothendieck's theorem (Theorem) Theorem 0.1   Grothendieck's theorem: “Every category with a generator has an injective cogenerator” (Grothendieck 1957). This initial statement of Grothendieck's theorem is now restated as: Theorem 0.2   Every Grothendieck category has an injective cogenerator. "Grothendieck's theorem" is owned by bci1. View style: HTML with imagespage imagesTeX source Keywords:  Grothendieck's theorem Cross-references: injective, Grothendieck category There is 1 reference to this object. This is version 1 of Grothendieck's theorem, born on 2009-02-16. Object id is 526, canonical name is GrothendiecksTheorem. Accessed 408 times total. Classification: Physics Classification:  00. (GENERAL)   02. (Mathematical methods in physics)   03. (Quantum mechanics, field theories, and special relativity )   03.65.Fd (Algebraic methods ) Pending Errata and Addenda None. Discussion Style: FlatThreaded Expand: allnone123456789 Order: Oldest FirstNewest first No messages.

Testing some escape charachters for html category with a generator has an injective cogenerator" now escape ” with "