mathematics, the Gabriel–Popescu theorem is an embedding theorem for certain abelian categories, introduced by Pierre Gabriel and Nicolae Popescu (1964). It...

collaborated with Pierre Gabriel on the characterization of abelian categories; their best-known result is the Gabriel–Popescu theorem, published in 1964....

Gabriel Popescu (scientist) (1971—2022), Romanian-American scientist Gabriel–Popescu theorem This disambiguation page lists articles about people with the same...

{Proj} (R)} , even if R {\displaystyle R} is not noetherian. The Gabriel–Popescu theorem states that any Grothendieck category A {\displaystyle {\mathcal...

the existence of a cohomology theory in generality. After the Gabriel–Popescu theorem of 1964, it was known that every Grothendieck category is a quotient...

{\mathcal {A}}/{\mathcal {C}}} are again Grothendieck categories. The Gabriel-Popescu theorem implies that every Grothendieck category is the quotient category...

follows from Peter J. Freyd's special adjoint functor theorem and its dual. The Gabriel–Popescu theorem states that any Grothendieck category A {\displaystyle...

the natural transformations between the functors. Gabriel–Popescu theorem The Gabriel–Popescu theorem says an abelian category is a quotient of the category...

theorem Freudenthal suspension theorem Hurewicz theorem Künneth theorem Lefschetz fixed-point theorem Leray–Hirsch theorem Poincaré duality theorem Seifert–van...

represented in the works of mathematicians such as Nicolae Popescu (of Gabriel–Popescu theorem fame), Alexandru Dimca, Mircea Mustață, and Mihnea Popa,...