Structure formulas for wave operators
Marius Beceanu, Wilhelm Schlag
TL;DR
This paper provides quantitative estimates for the structure function in the wave operators of a 3D Schrödinger operator, assuming zero energy regularity, and addresses inaccuracies in prior related work.
Contribution
It introduces new quantitative estimates for the structure function in wave operators, improving understanding of their behavior in three-dimensional quantum systems.
Findings
Quantitative estimates on the structure function
Assumption of zero energy regularity
Corrections to previous inaccuracies
Abstract
We establish quantitative estimates on the structure function arising in the representation of the intertwining wave operators of a Schroedinger operator in three dimensions. Regularity of zero energy is assumed throughout. This paper is related to, and corrects some inaccuracies in, the first author's work https://arxiv.org/abs/1101.0502
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