  In this note we give a detailed construction of a $\Lambda$-adic
$\mathfrak{d}$-th Shintani lifting. We derive a $\Lambda$-adic version of
Kohnen's formula relating Fourier coefficients of half-integral weight modular
forms and special values of twisted L-series. As a by-product, we derive a mild
generalization of such classical formulae, and also point out a relation
between Fourier coefficients of $\Lambda$-adic $\d$-th Shintani liftings and
Stark--Heegner points.
