AbstractIn this paper we consider deformations of an algebroid stack on an étale groupoid. We construct a differential graded Lie algebra (DGLA) which controls this deformation theory. In the case when the algebroid is a twisted form of functions we show that this DGLA is quasiisomorphic to the twist of the DGLA of Hochschild cochains on the algebra of functions on the groupoid by the characteristic class of the corresponding gerbe
Abstract. Hochschild cohomology governs deformations of algebras, and its graded Lie structure plays...
This paper studies the role of dg-Lie algebroids in derived deformation theory. More precisely, we p...
This paper studies the role of dg-Lie algebroids in derived deformation theory. More precisely, we p...
AbstractIn this paper we consider deformations of an algebroid stack on an étale groupoid. We constr...
A VB-algebroid is a vector bundle object in the category of Lie algebroids. We attach to every VB-al...
A VB-algebroid is a vector bundle object in the category of Lie algebroids. We attach to every VB-al...
A VB-algebroid is a vector bundle object in the category of Lie algebroids. We attach to every VB-al...
A VB-algebroid is a vector bundle object in the category of Lie algebroids. We attach to every VB-al...
A VB-algebroid is a vector bundle object in the category of Lie algebroids. We attach to every VB-al...
A VB-algebroid is a vector bundle object in the category of Lie algebroids. We attach to every VB-al...
We introduce a new cohomology for Lie algebroids, and prove that it provides a differential graded ...
A classical principle in deformation theory asserts that any formal deformation problem is controlle...
AbstractThis is the first in a series of articles devoted to deformation quantization of gerbes. We ...
AbstractIn this paper we work out the deformation theory for differential graded algebras (dga's) an...
We investigate a class of Leibniz algebroids which are invariant under diffeomorphisms and symmetrie...
Abstract. Hochschild cohomology governs deformations of algebras, and its graded Lie structure plays...
This paper studies the role of dg-Lie algebroids in derived deformation theory. More precisely, we p...
This paper studies the role of dg-Lie algebroids in derived deformation theory. More precisely, we p...
AbstractIn this paper we consider deformations of an algebroid stack on an étale groupoid. We constr...
A VB-algebroid is a vector bundle object in the category of Lie algebroids. We attach to every VB-al...
A VB-algebroid is a vector bundle object in the category of Lie algebroids. We attach to every VB-al...
A VB-algebroid is a vector bundle object in the category of Lie algebroids. We attach to every VB-al...
A VB-algebroid is a vector bundle object in the category of Lie algebroids. We attach to every VB-al...
A VB-algebroid is a vector bundle object in the category of Lie algebroids. We attach to every VB-al...
A VB-algebroid is a vector bundle object in the category of Lie algebroids. We attach to every VB-al...
We introduce a new cohomology for Lie algebroids, and prove that it provides a differential graded ...
A classical principle in deformation theory asserts that any formal deformation problem is controlle...
AbstractThis is the first in a series of articles devoted to deformation quantization of gerbes. We ...
AbstractIn this paper we work out the deformation theory for differential graded algebras (dga's) an...
We investigate a class of Leibniz algebroids which are invariant under diffeomorphisms and symmetrie...
Abstract. Hochschild cohomology governs deformations of algebras, and its graded Lie structure plays...
This paper studies the role of dg-Lie algebroids in derived deformation theory. More precisely, we p...
This paper studies the role of dg-Lie algebroids in derived deformation theory. More precisely, we p...