Description
Abstract: Recently, Ballard, Diemer and Favero proposed a construction of a Fourier-Mukai functor between the derived categories of different GIT quotients under a \mathbb{C}^* action. In this talk, I will talk about a generalization of their notion to the setting of GL(V)-actions in the context of Grassmann flips. Using this generalization, I will also present some semi-orthogonal decompositions arising from these flip functors. This is joint work with Ballard, Favero, McFaddin and Vandermolen.
