Margherita Lelli–Chiesa

collaborators

3 papers

math.AG2024

Pencils on general covers of an elliptic curve

Andreas Leopold Knutsen, Margherita Lelli-Chiesa

We completely describe the Brill-Noether theory of pencils on general primitive covers of elliptic curves of any degree.

math.AG2023

(Uni)rational parametrizations of $R_{g, 2}$ , $R_{g, 4}$ and $R_{g, 6}$ in low genera

Margherita Lelli-Chiesa, Andreas Leopold Knutsen, Alessandro Verra

The moduli space R_{g,2n} parametrizes double covers of smooth curves of genus g ramified at 2n points. We will prove the (uni)rationality of R_{g,2}, R_{g,4} and R_{g,6} in low ge…

math.AG2023

Double covers of curves on Nikulin surfaces

Simona D'Evangelista, Margherita Lelli-Chiesa

We survey basic results concerning Prym varieties, the Prym-Brill-Noether theory initiated by Welters, and Brill-Noether theory of general étale double covers of curves of genus g>…

Pencils on general covers of an elliptic curve

(Uni)rational parametrizations of Rg,2​, Rg,4​ and Rg,6​ in low genera

Double covers of curves on Nikulin surfaces

(Uni)rational parametrizations of $R_{g, 2}$ , $R_{g, 4}$ and $R_{g, 6}$ in low genera