Resolvent estimates for the Schrödinger operator with $L^{\infty }$ electric and magnetic potentials and applications to the local energy decay

Andrés Larraín-Hubach, Jacob Shapiro, Georgi Vodev

We establish resolvent estimates that extend earlier results to a larger class of electric potentials $V\in L^{\infty }({\mathbb{R}}^d;\mathbb{R})$, $d\ge 3$, and magnetic potentials $b…