2 problems

Let $G$ be the reductive group defining the Kottwitz–Viehmann variety, let $F$ be its base field, let $T$ be a maximal torus, and let $G(F)^{\mathrm{rs}}$ denote the regular semisi…

Let $G$ be a split connected reductive group, let $F$ be the relevant local field, and let $X_\gamma^\lambda$ be the Kottwitz–Viehmann variety associated with a regular semisimple…