2 papers
math.AG2025
On gap sets in arbitrary Kummer extensions of
Ethan Cotterill, Erik A. R. Mendoza, Pietro Speziali
Let be an algebraically closed field, and let be a Kummer extension of function fields of genus . We provide a compact and explicit description of the gap set $G(Q)…
math.AG2025
Classifying compact Riemann surfaces by number of symmetries
Sebastián Reyes-Carocca, Pietro Speziali
In this article we consider compact Riemann surfaces that are uniquely determined by the property of possessing a group of automorphisms of a prescribed order, strengthening unique…