Equivariant motivic homotopy theory was first defined by Voevodsky and has subsequently been developed into a robust theory by a number of authors, culminating with a fully developed six functor formalism by
Marc Hoyois. In this first talk I'll cover the construction, basic properties of the theory, and examples.
Jeremiah Heller (UIUC): Equivariant Motivic Homotopy Theory part I.
Published Aug. 7, 2019 11:30 AM
- Last modified Aug. 7, 2019 11:30 AM