EVENT DETAILS AND ABSTRACT

Title: A real motivic v1 selfmap
Speaker: Ang Li
Speaker Info: U. Kentucky
Brief Description:
Special Note:
Abstract:

We consider a nontrivial action of C_2 on the type 1 spectrum Y:=S/2 smash S/\eta. This can also be viewed as the complex points of a finite real-motivic spectrum. One of the v_1−self-maps of Y can be lifted to a C_2 equivariant self-map as well as a real-motivic self-map. Further, the cofiber of the self-map of the R-motivic lift of Y is a realization of the real-motivic Steenrod subalgebra A(1). This is joint work with Prasit Bhattacharya and Bertrand Guillou.