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- Triangulated_category abstract "In mathematics, a triangulated category is a category together with additional structure, a "translation functor" and a class of "distinguished triangles". Prominent examples are the derived category of an abelian category (more generally, the homotopy category of a stable ∞-category) and the stable homotopy category of spectra, both of which carry the structure of a triangulated category in a natural fashion. The distinguished triangles are reminiscent of the long exact sequences of homology; they play a role akin to that of short exact sequences in abelian categories.A t-category is a triangulated category with a t-structure.".
- Triangulated_category wikiPageExternalLink sga4h.pdf.
- Triangulated_category wikiPageExternalLink higheralgebra.pdf.
- Triangulated_category wikiPageID "1679700".
- Triangulated_category wikiPageRevisionID "600942633".
- Triangulated_category authorLink "Jean-Louis Verdier".
- Triangulated_category first "Jean-Louis".
- Triangulated_category hasPhotoCollection Triangulated_category.
- Triangulated_category last "Beilinson".
- Triangulated_category last "Bernstein".
- Triangulated_category last "Deligne".
- Triangulated_category last "Dold".
- Triangulated_category last "Gelfand".
- Triangulated_category last "Hartshorne".
- Triangulated_category last "Manin".
- Triangulated_category last "Neeman".
- Triangulated_category last "Puppe".
- Triangulated_category last "Verdier".
- Triangulated_category loc "Chapter IV".
- Triangulated_category loc "Introduction".
- Triangulated_category txt "yes".
- Triangulated_category year "1961".
- Triangulated_category year "1963".
- Triangulated_category year "1966".
- Triangulated_category year "1982".
- Triangulated_category year "2001".
- Triangulated_category year "2006".
- Triangulated_category subject Category:Homological_algebra.
- Triangulated_category comment "In mathematics, a triangulated category is a category together with additional structure, a "translation functor" and a class of "distinguished triangles". Prominent examples are the derived category of an abelian category (more generally, the homotopy category of a stable ∞-category) and the stable homotopy category of spectra, both of which carry the structure of a triangulated category in a natural fashion.".
- Triangulated_category label "Catégorie triangulée".
- Triangulated_category label "Triangulated category".
- Triangulated_category sameAs Catégorie_triangulée.
- Triangulated_category sameAs m.05mtym.
- Triangulated_category sameAs Q7840150.
- Triangulated_category sameAs Q7840150.
- Triangulated_category wasDerivedFrom Triangulated_category?oldid=600942633.
- Triangulated_category isPrimaryTopicOf Triangulated_category.