EVENT DETAILS AND ABSTRACT

Title: Derivative of the symmetric square p-adic L-function via pull-back formula
Speaker: Giovanni Rosso
Speaker Info: KU Leuven
Brief Description:
Special Note:
Abstract:

Let f be a weight k modular form Steinberg at p. Under certain hypotheses on the conductor of f, we give a formula for the derivative at s = k − 1 of the symmetric square p-adic L-function of f, thus proving a conjecture of Benois on trivial zeros.

Crucial is the construction of the p-adic L-function by Böcherer and Schmidt which we will recall.