04-179 Vincent Bruneau, Georgi Raikov
High energy asymptotics of the magnetic spectral shift function (199K, Postscript) Jun 4, 04
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Abstract. We consider the 3D Schroedinger operator with constant magnetic field, perturbed by an electric potential which decays fast enough at infinity. We obtain a Weyl-type asymptotic formula which describes the asymptotic behaviour for high energies of the spectral shift function.

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