Semiclassical estimates on resolvents of Schrödinger operators with homogeneous electric field (Q916885)

The author establishes estimates of the resolvent of the Hamiltonian \(- h^ 2\Delta +x_ 1+V(x)\) with \(x=(x_ 1,...,x_ d)\in \mathbb R^ d\), a smooth potential \(V: {\mathbb R}^ d\to {\mathbb R}\) and \(h\in]0,h_ 0]\) where \(h_ 0\) is small enough.