Hacen Zelaci

most citedOn the principally polarized abelian varieties that contain m-minimal curves

1 citations · 1 across the 2 of their papers we have counts for

collaborators

2 papers

math.AG2016

Hitchin systems for invariant and anti-invariant vector bundles

Hacen Zelaci

Given a smooth projective complex curve $X$ with an involution $σ$ , we study the Hitchin systems for the locus of anti-invariant (resp. invariant) stable vector bundles over $X$ un…

math.AG2016★ 1 cited

On the principally polarized abelian varieties that contain m-minimal curves

Shin-Yao Jow, Adrien Sauvaget, Hacen Zelaci

In this paper, we study principally polarized abelian varieties $X$ of dimension $g$ that contain a curve $ν : C \to X$ such that the class of $C$ is $m$ times the minimal class. Welt…