Scholars Archive

Title

Structure Formulas for Wave Operators Under a Small Scaling Invariant Condition

Authors

Marius Beceanu, University at Albany, State University of New YorkFollow
Wilhelm Schlag, University of Chicago

Document Type

Article

Publication Date

2017

Abstract

We obtain structure formulas for the intertwining wave operators of a Schroedinger operator with potential V in R^3. The difference from our previous submission arXiv:1612.07304 lies with the fact that here we impose a scaling invariant condition on the potential, albeit with a smallness requirement.

Comments

Posted with permission. Version of record appears here:

M. Beceanu and W. Schlag, "Structure formulas for Wave Operators Under a Small Scaling Invariant Condition," arXiv:1701.03015v1 [math.AP] Jan. 2017.

Recommended Citation

Beceanu, Marius and Schlag, Wilhelm, "Structure Formulas for Wave Operators Under a Small Scaling Invariant Condition" (2017). Mathematics and Statistics Faculty Scholarship. 9.
https://scholarsarchive.library.albany.edu/math_fac_scholar/9