A method of Washington applied to the derivation of a two-variable p-adic L-function
A method of Washington applied to the derivation of a two-variable p-adic L-function
We derive the existence of a specific two-variable p-adic Lfunction by means of a method provided by Washington.This two-variable function is a generalization of the one-variable p-adic L-function of Kubota and Leopoldt, yielding the onevariable function when the second variable vanishes.