Zeros triviaux des fonctions L p-adiques, un cas particulier, by Bernadette Perrin-Riou

This paper has now appeared in Compos. Math. 114 (1998), 37-76, and so the preprint has been removed. In this paper we study the trivial zero of the p-adic L function of the symmetri c square of an elliptic curve and generalize a conjecture of Greenberg. For that , we use the new approach to p-adic L functions introduced in a previous work.

Bernadette Perrin-Riou <bpr@matups.math.u-psud.fr>