A triangulated category is a mathematical category inspired by the homotopy category of spectra, and the derived category of an abelian category. A t-category is a triangulated category with a t-structure.
Read more about Triangulated Category: History, Definition, Cohomology in Triangulated Categories, Examples, T-structures
Other articles related to "triangulated category, triangulated, category":
Triangulated Category - T-structures
... Verdier introduced triangulated categories in order to place derived categories in a category-theoretic context for every abelian category A there exists a triangulated category D(A ... derived categories, so that it is impossible to reconstruct A from the triangulated category D(A) ... A partial solution to this problem, is to impose a t-structure on the triangulated category D ...
... Verdier introduced triangulated categories in order to place derived categories in a category-theoretic context for every abelian category A there exists a triangulated category D(A ... derived categories, so that it is impossible to reconstruct A from the triangulated category D(A) ... A partial solution to this problem, is to impose a t-structure on the triangulated category D ...
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