Proves Kenig-Ruiz-Sogge type uniform resolvent estimates for self-adjoint magnetic Schrödinger operators H=(i∂+A)^2+V on R^n under decay assumptions on A and V, excluding zero resonance, extending prior results to all frequencies and the full range.
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Uniform resolvent estimates for magnetic operators
Proves Kenig-Ruiz-Sogge type uniform resolvent estimates for self-adjoint magnetic Schrödinger operators H=(i∂+A)^2+V on R^n under decay assumptions on A and V, excluding zero resonance, extending prior results to all frequencies and the full range.