Deformations of (bi)tensor categories
Degree for cohomological invariants for quadratic forms.
Deligne-Lusztig restriction of a Gelfand-Graev module
Using Deodhar’s decomposition of a double Schubert cell, we study the regular representations of finite groups of Lie type arising in the cohomology of Deligne-Lusztig varieties associated to tori. We deduce that the Deligne-Lusztig restriction of a Gelfand-Graev module is a shifted Gelfand-Graev module.
Demi-groupes et catégories à involution
Demonic semantics: using monotypes and residuals.
Dense morphisms of monads.
Derivations of categorical groups.
Derivations of crossed modules.
Derivations of homotopy algebras
We recall the definition of strong homotopy derivations of algebras and introduce the corresponding definition for algebras. We define strong homotopy inner derivations for both algebras and exhibit explicit examples of both.
Derivations, semidirect products and reduced cyclic cohomology.
Derived categories and the analytic approach to general reciprocity laws. I.
Derived categories and the analytic approach to general reciprocity laws. III.
Derived categories and the analytic approach to general reciprocity laws. II.
Derived categories of coherent sheaves on rational homogeneous manifolds.
Derived category of toric varieties with small Picard number
This paper aims to construct a full strongly exceptional collection of line bundles in the derived category D b(X), where X is the blow up of ℙn−r ×ℙr along a multilinear subspace ℙn−r−1×ℙr−1 of codimension 2 of ℙn−r ×ℙr. As a main tool we use the splitting of the Frobenius direct image of line bundles on toric varieties.
Derived de Rham Complex and Cyclic Homology.
Derived endo-discrete artin algebras
Let Λ be an artin algebra. We prove that for each sequence of non-negative integers there are only a finite number of isomorphism classes of indecomposables , the bounded derived category of Λ, with for all i ∈ ℤ and E(X) the endomorphism ring of X in if and only if , the bounded derived category of the category of all left Λ-modules, has no generic objects in the sense of [4].
Derived equivalence classification of weakly symmetric algebras of domestic type
We complete the derived equivalence classification of all weakly symmetric algebras of domestic type over an algebraically closed field, by solving the problem of distinguishing standard and nonstandard algebras up to stable equivalence, and hence derived equivalence. As a consequence, a complete stable equivalence classification of weakly symmetric algebras of domestic type is obtained.
Derived equivalence for cyclic blocks over a P-adic ring.
Derived functors of and abelian ab3*- and Ab4*-categories with enough injectives