L-invariants arising from p-adic measures of Sym^2E, by Daniel Delbourgo
We construct a "total" p-adic L-function for the symmetric
square of a modular elliptic curve over Q, parametrized by the
Dieudonne module associated to the p-adic realisation. By following
Perrin-Riou's theory in the crystalline case, we obtain formulae for the derivatives of all three component L-functions.
Daniel Delbourgo <firstname.lastname@example.org>