  We begin the study of Lipschitz saturation for germs of toric singularities.
By looking at their associated analytic algebras, we prove that if (X,0) is a
germ of toric singularity with smooth normalization then its Lipschitz
saturation is again toric. Finally we show how to calculate the Lipschitz
saturation for some families of toric singularities starting from the semigroup
that defines them.
