Homotopy theory for filtered L-infinity algebras, the de Rham theorem for twisted cohomology and descent for L-infinity algebras
From CRCG-Wiki
1) Homotopy theory for filtered L-infinity algebras
In this talk, we explain how to use Brown's axioms for a category of fibrant objects to the homotopy theory of L-infinity algebras.
2) The de Rham theorem for twisted cohomology
In this talk, we explain how to use homological perturbation theory to prove a de Rham theorem for twisted cohomology of a manifold.
3) Descent for L-infinity algebras
In this talk, we explain how to prove that the descent infinity-groupoid of the stack of infinity-groupoids attached to a sheaf of filtered L-infinity algebras is the infinity-groupoid associated to its Tot L-infinity algebra.
