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Category Group Action Equivalence Of Forcing Notions Functor Grothendieck Category Adjoint Functor C Category
| 1 | Category |
| 1 | Functor |
| 1 | Equivalence Of Forcing Notions |
| 1 | Group Action |
| 3 | Grothendieck Category |
| 4 | Adjoint Functor |
| 12 | C Category |
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Gabriel Popescu Theorem For Ab Categories
Theorem 0.1
Let
be an
-category, 
an object
of
,
and
; also, let
be the
functor
defined by
and 
its left adjoint.
Then, the following two statements are equivalent:
be an
-category, an object
of
,
and
be the
functor
defined by
its left adjoint.
Then, the following two statements are equivalent:
