- In mathematics,
specifically category theory, a
subcategory of a
category C is a
category S
whose objects are
objects in C and
whose morphisms are morphisms...
- In mathematics, a full
subcategory A of a
category B is said to be
reflective in B when the
inclusion functor from A to B has a left adjoint.: 91 This...
- In mathematics,
Giraud subcategories form an
important class of
subcategories of
Grothendieck categories. They are
named after Jean Giraud. Let A {\displaystyle...
-
localizing subcategories form
important classes of
subcategories of an
abelian category.
Localizing subcategories are
certain Serre subcategories. They are...
-
Gabriel used the term
thick subcategory to
describe what we here call a
Serre subcategory. C is a
topologizing subcategory if it is
closed under subquotients...
- In
category theory, a
branch of mathematics, a
subcategory A {\displaystyle {\mathcal {A}}} of a
category B {\displaystyle {\mathcal {B}}} is said to...
-
Categories &
Criteria (version 3.1).
Before 2001 "least concern" was a
subcategory of the "Lower Risk"
category and ****igned the code "LR/lc" or lc. Around...
- list has only a
single "Lower Risk"
category which contained three subcategories:
Conservation Dependent (LR/cd) Near
Threatened (LR/nt)
Least Concern...
- In mathematics, a
skeleton of a
category is a
subcategory that,
roughly speaking, does not
contain any
extraneous isomorphisms. In a
certain sense, the...
- {A}}_{1},\ldots ,{\mathcal {A}}_{n}} of
strictly full
triangulated subcategories such that: for all 1 ≤ i < j ≤ n {\displaystyle 1\leq i<j\leq n} and...
