peer reviewedWe show that representations up to homotopy can be differentiated in a functorial way. A van Est type isomorphism theorem is established and used to prove a conjecture of Crainic and Moerdijk on deformations of Lie brackets
In the rst section we discuss Morita invariance of dierentiable/algebroid cohomology. In the second ...
We establish a relationship between two different generalizations of Lie algebroid representations: ...
Orientador: Prof. Dr. Olivier BrahicTese (doutorado) - Universidade Federal do Paraná, Setor de Ciên...
We show that representations up to homotopy can be differentiated in a functorial way. A van Est typ...
We show that representations up to homotopy can be differentiated in a functorial way. A van Est typ...
AbstractWe show that representations up to homotopy can be differentiated in a functorial way. A van...
AbstractWe show that representations up to homotopy can be differentiated in a functorial way. A van...
We introduce and study the notion of representation up to homotopy of a Lie algebroid, paying specia...
We introduce and study the notion of representation up to homotopy of a Lie algebroid, paying specia...
Talk on my joint work with Camilo Arias Abad on the Lie theory of representation up to homotopy
Talk on my joint work with Camilo Arias Abad on the Lie theory of representation up to homotopy
We show in this paper that the correspondence between 2-term representations up to homotopy and VB-a...
We show in this paper that the correspondence between 2-term representations up to homotopy and VB-a...
In the rst section we discuss Morita invariance of dierentiablealgebroid cohomology In the second se...
In the rst section we discuss Morita invariance of dierentiable/algebroid cohomology. In the second ...
In the rst section we discuss Morita invariance of dierentiable/algebroid cohomology. In the second ...
We establish a relationship between two different generalizations of Lie algebroid representations: ...
Orientador: Prof. Dr. Olivier BrahicTese (doutorado) - Universidade Federal do Paraná, Setor de Ciên...
We show that representations up to homotopy can be differentiated in a functorial way. A van Est typ...
We show that representations up to homotopy can be differentiated in a functorial way. A van Est typ...
AbstractWe show that representations up to homotopy can be differentiated in a functorial way. A van...
AbstractWe show that representations up to homotopy can be differentiated in a functorial way. A van...
We introduce and study the notion of representation up to homotopy of a Lie algebroid, paying specia...
We introduce and study the notion of representation up to homotopy of a Lie algebroid, paying specia...
Talk on my joint work with Camilo Arias Abad on the Lie theory of representation up to homotopy
Talk on my joint work with Camilo Arias Abad on the Lie theory of representation up to homotopy
We show in this paper that the correspondence between 2-term representations up to homotopy and VB-a...
We show in this paper that the correspondence between 2-term representations up to homotopy and VB-a...
In the rst section we discuss Morita invariance of dierentiablealgebroid cohomology In the second se...
In the rst section we discuss Morita invariance of dierentiable/algebroid cohomology. In the second ...
In the rst section we discuss Morita invariance of dierentiable/algebroid cohomology. In the second ...
We establish a relationship between two different generalizations of Lie algebroid representations: ...
Orientador: Prof. Dr. Olivier BrahicTese (doutorado) - Universidade Federal do Paraná, Setor de Ciên...