Abstract
We consider a twisted magnetic Laplacian with Neumann condition on a smooth and bounded domain of in the semiclassical limit . Under generic assumptions, we prove that the eigenvalues admit a complete asymptotic expansion in powers of .
Citation
Nicolas Raymond. "From the Laplacian with variable magnetic field to the electric Laplacian in the semiclassical limit." Anal. PDE 6 (6) 1289 - 1326, 2013. https://doi.org/10.2140/apde.2013.6.1289
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