Dispersive Estimates in R^3 with Threshold Resonances

Authors

Marius Beceanu, University at Albany, State University of New YorkFollow

Document Type

Article

Publication Date

1-25-2012

Abstract

We prove dispersive estimates in R^3 for the Schroedinger evolution generated by the Hamiltonian H = -\Delta+V, under optimal decay conditions on V, in the presence of zero energy eigenfunctions and resonances.

Comments

Posted with permission. Version of record appears here:

M. Beceanu , "Dispersive Estimates in R^3 with Threshold Resonances," arXiv:1201.5331v2 [math.AP] Feb. 2016.

Recommended Citation

Beceanu, Marius, "Dispersive Estimates in R^3 with Threshold Resonances" (2012). Mathematics and Statistics Faculty Scholarship. 21.
https://scholarsarchive.library.albany.edu/math_fac_scholar/21