Continuing part I, we'll discuss further properties of equivariant
motivic homotopy theory for a finite group. This includes for example
geometric fixed points, a motivic Tate diagram, and an Adams
isomorphism. Most of this is based on joint work with David Gepner.
Jeremiah Heller (UIUC): Equivariant Motivic Homotopy Theory part II.
Published Aug. 7, 2019 11:33 AM
- Last modified Aug. 7, 2019 11:33 AM