Title: Strichartz estimates for non-degenerate Schrödinger equations,
Abstract: We consider Schrödinger equation with a non-degenerate metric on the
Euclidean space. We study local in time Strichartz estimates for the
Schrödinger equation without loss of derivatives including the endpoint case.
In contrast to the Riemannian metric case, we need the additional assumptions
for the well-posedness of our Schrödinger equation and for proving Strichartz
estimates without loss.