2 problems

Let $X$ be an ordinary curve over a field of characteristic $p$, let $B$ be a finite, non-empty set of points of $X$, and let $D=\{d_Q\}_{Q\in B}$ be any collection of possible ram…

Let $F$ be a nonarchimedean local field with residue field of cardinality $q$, let $h$ be a positive integer, let $X$ be the Artin–Schreier hypersurface over ${\bf F}_{q^h}$ descri…