 03495 S. Vugalter
 Bounds States of Atoms in a Homogenneous Magnetic Field
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Nov 11, 03

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Abstract. We consider Schr\"odinger operators of atoms in a homogeneous
magnetic field. We prove that for each fixed value of the
pseudomomentum, the corresponding operator has an infinite number of
eigenvalues. The asymptotic of the counting function is studied for
values of spectral parameter near the bottom of the essential
spectrum.
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