On finiteness of the sum of negative eigenvalues of Schroedinger operators

Mathematics – Spectral Theory

Scientific paper

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Scientific paper

We prove conditions on potentials which imply that the sum of the negative
eigenvalues of the Schroeodinger operator is finite. We use a method for
bounding eigenvalues based on estimates of the Hilbert-Schmidt norm of
semigroup differences and on complex analysis

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