Wanlin Li

activity

20182025

most citedVanishing of Hyperelliptic L-functions at the Central Point

17 citations · 60 across the 21 of their papers we have counts for

collaborators

Showing 2022Show all

3 papers · 1 filter

math.NT2022

On the vanishing of twisted $L$ -functions of elliptic curves over rational function fields

Antoine Comeau-Lapointe, Chantal David, Matilde Lalin +1

We investigate in this paper the vanishing at $s = 1$ of the twisted $L$ -functions of elliptic curves $E$ defined over the rational function field $F_{q} (t)$ (where $\mathbb{F…

math.AG2022★ 1 cited

The Ceresa class and tropical curves of hyperelliptic type

Daniel Corey, Wanlin Li

We define a new algebraic invariant of a graph $G$ called the Ceresa-Zharkov class and show that it is trivial if and only if $G$ is of hyperelliptic type, equivalently, $G$ does n…

math.NT2022

On the Northcott property of zeta functions over function fields

Xavier Généreux, Matilde Lalín, Wanlin Li

Pazuki and Pengo defined a Northcott property for special values of zeta functions of number fields and certain motivic $L$ -functions. We determine the values for which the Northco…

On the vanishing of twisted L-functions of elliptic curves over rational function fields

The Ceresa class and tropical curves of hyperelliptic type

On the Northcott property of zeta functions over function fields

On the vanishing of twisted $L$ -functions of elliptic curves over rational function fields