- In
trigonometry and geometry,
triangulation is the
process of
determining the
location of a
point by
forming triangles to the
point from
known points....
-
language of
triangulated categories, an
important example being the
theory of
sheaf cohomology. In the 1960s, a
typical use of
triangulated categories...
- be
harmful to humans,
including the
brown recluse. The egg sac of the
triangulated cobweb spider is made from
loosely woven silk, and is
about the same...
- In
computer graphics, a
triangulated irregular network (TIN) is a
representation of a
continuous surface consisting entirely of
triangular facets (a triangle...
-
subtrees of a tree. They are
sometimes also
called rigid circuit graphs or
triangulated graphs: a
chordal completion of a
graph is
typically called a triangulation...
- In mathematics, a
semiorthogonal decomposition is a way to
divide a
triangulated category into
simpler pieces. One way to
produce a
semiorthogonal decomposition...
- if they do, it is not
necessarily unique.
Simplicial complexes can be
triangulated by identity. Let S,S′{\displaystyle {\mathcal {S}},{\mathcal {S'}}} be...
-
defined on
elements of a
triangulated category. The case of
original interest and
particular importance is when this
triangulated category is the derived...
-
derived category D(A) of A when A is abelian;
unlike the
former it is a
triangulated category, and
unlike the
latter its
formation does not
require that A...
- suspension, such that its
homotopy category Ho(C) is a
triangulated category. A
triangulated category T is said to have a dg
enhancement C if C is a...
