In mathematics, derivators are a proposed frameworkpg 190-195 for homological algebra giving a foundation for both abelian and non-abelian homological...
7 KB (862 words) - 01:10, 24 August 2023
Markus Rost, the full Bloch–Kato conjecture. Derived algebraic geometry Derivator Cotangent complex - one of the first objects discovered using homotopical...
2 KB (227 words) - 14:54, 23 June 2024
focus of this manuscript.) Among the concepts introduced in the work are derivators and test categories. Some parts of the manuscript were later developed...
7 KB (892 words) - 11:05, 18 February 2024
coefficients", "Hodge coefficients"... "Topological algebra": ∞-stacks, derivators; cohomological formalism of topoi as inspiration for a new homotopical...
77 KB (8,315 words) - 13:08, 31 August 2024
Triangulated category (section Derivators)
derived category of diagrams on this category. Such an object is called a Derivator. Vector spaces over a field k form an elementary triangulated category...
37 KB (5,798 words) - 23:12, 18 August 2024
Abstract nonsense, a term for homological algebra and category theory Derivator Homotopical algebra List of homological algebra topics Weibel, Charles...
27 KB (3,857 words) - 20:15, 11 February 2024
signal noise, and then a compensation of the 6 dB/oct slope is done by derivator element on the programming pins of an NE592 video amplifier. A surprisingly...
24 KB (2,382 words) - 05:59, 20 August 2024
Stacks Noncommutative algebraic geometry Simplicial commutative ring Derivator Algebra over an operad En-ring Higher Topos Theory ∞-topos étale spectrum...
14 KB (1,810 words) - 16:44, 31 July 2024
Grothendieck derivators: A model for homotopy theory similar to Quilen model categories but more satisfactory. Grothendieck derivators are dual to Heller...
87 KB (273 words) - 03:07, 23 August 2024
limit is used to complete a ring, holim is used to complete a spectrum. Derivator Homotopy fiber Homotopy cofiber Cohomology of categories Spectral sequence...
13 KB (1,841 words) - 11:08, 30 June 2024