Résume | This is a joint work with Ming-Lun Hsieh.
In this talk, we will discuss on anticyclotomic Iwasawa theory for modular forms. First, we will generalize a construction of Bertolini-Darmon's p-adic L-functions for higher weight modular forms by interpolating the toric period integrals essentially. Then the interpolation property is explained by Waldspurger's result.
We also discuss the vanishing of mu-invariant of the p-adic L-functions, which is a generalization of a result of Vatsal. |