Denver-James Logan Marchment

collaborators

2 papers

math.AG2026

The Galois Structure of the Spaces of polydifferentials on the Drinfeld Curve

Denver-James Logan Marchment, Bernhard KÃ¶ck

Let $C$ be a smooth projective curve over an algebraically closed field $F$ equipped with the action of a finite group $G$ . When $p = char (F)$ divides t…

math.RT2025

The Green correspondence for SL(2,p)

Denver-James Logan Marchment

Let $p > 2$ be an odd prime and $G = S L_{2} (F_{p})$ . Denote the subgroup of upper triangular matrices as $B$ . Finally, let $F$ be an algebraically closed field…