Matches in DBpedia 2014 for { ?s ?p In mathematics, the Gabriel–Popesco (or Popescu) theorem is an embedding theorem for certain abelian categories, introduced by Pierre Gabriel and Nicolae Popesco (1964). It characterizes certain abelian categories (the Grothendieck categories) as quotients of module categories.There are several generalizations and variations of the Gabriel–Popesco theorem, given by Kuhn (1994) (for an AB5 category with a set of generators), Lowen (2004), Porta (2010) (for triangulated categories).. }
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- Gabriel–Popesco_theorem abstract "In mathematics, the Gabriel–Popesco (or Popescu) theorem is an embedding theorem for certain abelian categories, introduced by Pierre Gabriel and Nicolae Popesco (1964). It characterizes certain abelian categories (the Grothendieck categories) as quotients of module categories.There are several generalizations and variations of the Gabriel–Popesco theorem, given by Kuhn (1994) (for an AB5 category with a set of generators), Lowen (2004), Porta (2010) (for triangulated categories).".
- Gabriel–Popesco_theorem comment "In mathematics, the Gabriel–Popesco (or Popescu) theorem is an embedding theorem for certain abelian categories, introduced by Pierre Gabriel and Nicolae Popesco (1964). It characterizes certain abelian categories (the Grothendieck categories) as quotients of module categories.There are several generalizations and variations of the Gabriel–Popesco theorem, given by Kuhn (1994) (for an AB5 category with a set of generators), Lowen (2004), Porta (2010) (for triangulated categories).".