Boundary value problems for the magnetic Laplacian admit uniform nontangential maximal estimates in Lipschitz domains when the magnetic field is of finite type, extending Jerison-Kenig theory.
Kenig, Harmonic analysis techniques for second order elliptic boundary value prob- lems, CBMS Regional Conference Series in Mathematics, vol
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Boundary Value Problems for the Magnetic Laplacian in Semiclassical Analysis
Boundary value problems for the magnetic Laplacian admit uniform nontangential maximal estimates in Lipschitz domains when the magnetic field is of finite type, extending Jerison-Kenig theory.