2 problems

Let $\gamma_{u_1,v_1}$ and $\gamma_{u_2,v_2}$ be elements of $\mathbf{W}(q-2,2)$ satisfying $\gamma_{u_1,v_1} \operatorname{\preccurlyeq} \gamma_{u_2,v_2}$. Here…

Let ${\rm Sh}_{\mathcal K}^{\min,1}$ be the minimal compactification of the Shimura variety in the Siegel case, and let $S_w^{\min}$ denote the extended Ekedahl–Oort stratum indexe…