Frederico Binda: Triangulated categories of log motives over a field, (II)

In this talk I will continue the discussion of the properties of the category of log motives over a field, introduced in a recent joint work with D. Park and P.A. Østvaer. I will explain the relationship with Voevodksy’s DM, the construction of Thom spaces in the logarithmic setting and Gysin sequences. I will also discuss some conjectures related to the étale variant of logDM, and connections to the theory of reciprocity sheaves à la Kahn-Saito-Yamazaki.