Add to ORKGAbstract. The Evens-Lu-Weinstein representation (QA, D) for a Lie alge-broid A on a manifold M is studied in the transitive case. To consider at the same time non-oriented manifolds as well, this representation is slightly modified t
We construct Quillen equivalent semi-model structures on the categories of dg-Lie algebroids and L∞-...
The Weil-Kostant theorem characterises those alternating (real-valued) 2-forms which are curvature f...
A classical principle in deformation theory asserts that any formal deformation problem is controlle...
Abstract: The Evens-Lu-Weinstein representation (QA,D) for a Lie algebroid A on a manifold M is stud...
Abstract. The Evans-Lu-Weinstein representation (QA, D) for a Lie alge-broid A on a manifold M is st...
We introduce and study the notion of representation up to homotopy of a Lie algebroid, paying specia...
A Q-algebroid is a graded Lie algebroid equipped with a compatible homological vector field and is t...
A Q-algebroid is a graded Lie algebroid equipped with a compatible homological vector field and is t...
We show that a double Lie algebroid, together with a chosen decomposition, is equivalent to a pair o...
In this thesis we study the cyclic theory of universal enveloping algebras of Lie algebroids. Lie al...
AbstractA VB-algebroid is essentially defined as a Lie algebroid object in the category of vector bu...
We construct Quillen equivalent semi-model structures on the categories of dg-Lie algebroids and L∞-...
We construct Quillen equivalent semi-model structures on the categories of dg-Lie algebroids and L∞-...
We introduce and study the notion of representation up to homotopy of a Lie algebroid, paying specia...
We establish a relationship between two different generalizations of Lie algebroid representations: ...
We construct Quillen equivalent semi-model structures on the categories of dg-Lie algebroids and L∞-...
The Weil-Kostant theorem characterises those alternating (real-valued) 2-forms which are curvature f...
A classical principle in deformation theory asserts that any formal deformation problem is controlle...
Abstract: The Evens-Lu-Weinstein representation (QA,D) for a Lie algebroid A on a manifold M is stud...
Abstract. The Evans-Lu-Weinstein representation (QA, D) for a Lie alge-broid A on a manifold M is st...
We introduce and study the notion of representation up to homotopy of a Lie algebroid, paying specia...
A Q-algebroid is a graded Lie algebroid equipped with a compatible homological vector field and is t...
A Q-algebroid is a graded Lie algebroid equipped with a compatible homological vector field and is t...
We show that a double Lie algebroid, together with a chosen decomposition, is equivalent to a pair o...
In this thesis we study the cyclic theory of universal enveloping algebras of Lie algebroids. Lie al...
AbstractA VB-algebroid is essentially defined as a Lie algebroid object in the category of vector bu...
We construct Quillen equivalent semi-model structures on the categories of dg-Lie algebroids and L∞-...
We construct Quillen equivalent semi-model structures on the categories of dg-Lie algebroids and L∞-...
We introduce and study the notion of representation up to homotopy of a Lie algebroid, paying specia...
We establish a relationship between two different generalizations of Lie algebroid representations: ...
We construct Quillen equivalent semi-model structures on the categories of dg-Lie algebroids and L∞-...
The Weil-Kostant theorem characterises those alternating (real-valued) 2-forms which are curvature f...
A classical principle in deformation theory asserts that any formal deformation problem is controlle...