Mart'i Roset

activity

20192024

collaborators

3 papers

math.NT2024

The Gross--Kohnen--Zagier theorem via $p$ -adic uniformization

Lea Beneish, Henri Darmon, Lennart Gehrmann +1

This article gives a new proof of the Gross--Kohnen--Zagier theorem for Shimura curves which exploits the $p$ -adic uniformization of Cerednik--Drinfeld. The explicit description of…

math.RT2023

Dihedral long root A-packets of $p$ -adic $G_{2}$ via theta correspondence

Raúl Alonso, Qiao He, Mishty Ray +1

We construct local Arthur packets associated with a dihedral long root $A$ -parameter of a split reductive group of type $G_{2}$ over a nonarchimedian local field of characteristic ze…

math.NT2019

On the $L$ -invariant of the adjoint of a weight one modular form

Marti Roset, Victor Rotger, Vinayak Vatsal

The purpose of this article is proving the equality of two natural $L$ -invariants attached to the adjoint representation of a weigth one cusp form, each defined by purely…

The Gross--Kohnen--Zagier theorem via p-adic uniformization

Dihedral long root A-packets of p-adic G2​ via theta correspondence

On the L-invariant of the adjoint of a weight one modular form

The Gross--Kohnen--Zagier theorem via $p$ -adic uniformization

Dihedral long root A-packets of $p$ -adic $G_{2}$ via theta correspondence

On the $L$ -invariant of the adjoint of a weight one modular form