Complexes, cones, and triangles Let A be an abelian category, and let C(A) denote the category of (cochain) complexes in A and morphims of complexes. Thus an object of C is a sequence - Homotopy category of chain complexes - Document - PDFSEARCH.IO

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	Complexes, cones, and triangles Let A be an abelian category, and let C(A) denote the category of (cochain) complexes in A and morphims of complexes. Thus an object of C is a sequence Add to Reading List Document Date: 2009-02-08 22:31:29 Open Document File Size: 69,31 KB Share Result on Facebook Company idC / / Person Now / / SocialTag Algebra Triangulated category Mapping cone Exact sequence Homotopy category Homotopy category of chain complexes Cotangent complex Abstract algebra Homological algebra Category theory

Complexes, cones, and triangles Let A be an abelian category, and let C(A) denote the category of (cochain) complexes in A and morphims of complexes. Thus an object of C is a sequenceAdd to Reading List