Orateur
Emma Alejandra Cupitra Vergara
(Estudiante)
Description
abstract: The talk is about the algebraic structure of the category of multiplicative sections of a CA-groupoid, which are known as multiplicative Courant algebroids. We will show that this category has the structure of a 2-term strongly homotopy Leibniz algebra, which, in the case of exact CA-groupoids, is invariant under Morita equivalence. This is joint work with Cristian Ortiz and Clarice Netto.