2 problems

Let $\operatorname{DQM}_{\operatorname{gm}}(F;\mathbb{Z})$ denote the category of geometric motives generated by smooth projective quadrics over a real closed field $F$ with integr…

Let $F$ be a real closed field, and write $\operatorname{DATM}_{\operatorname{gm}}(F;\mathbb{Q})$ for the triangulated category of geometric Artin–Tate motives over $F$ with ration…