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Cuenin, Jean-Claude; Kenig, Carlos E. (2017): L-p resolvent estimates for magnetic Schrodinger operators with unbounded background fields. In: Communications in Partial Differential Equations, Vol. 42, No. 2: pp. 235-260
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We prove L-p and smoothing estimates for the resolvent of magnetic Schrodinger operators. We allow electromagnetic potentials that are small perturbations of a smooth, but possibly unbounded background potential. As an application, we prove an estimate on the location of eigenvalues of magnetic Schrodinger and Pauli operators with complex electromagnetic potentials.