Vladmir Sicca Goncalves (McGill University)

Title: The Yamabe Invariant of a Measurable Set
Abstract: In this talk I'll present the construction of a Yamabe invariant for an arbitrary measurable set in an asymptotically Euclidean manifold. If time allows, I'll also hint how that can help solve the prescribed scalar curvature problem in this setting. The talk is based on the paper "Yamabe Classification and Prescribed Scalar Curvature in the Asymptotically Euclidean Setting" by Dilts and Maxwell (2015).