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Singular spectral shift and Pushnitski $μ$-invariant

Published 20 Sep 2010 in math.SP, math-ph, math.FA, and math.MP | (1009.3726v1)

Abstract: In this paper it is shown that in case of trace class perturbations the singular part of Pushnitski $\mu$-invariant does not depend on the angle variable. This gives an alternative proof of integer-valuedness of the singular part of the spectral shift function. As a consequence, the Birman-Krein formula for trace class perturbations follows.

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