From the 2 of 4 linked papers with an AI index.
4 papers
The -continuity of wave operators for fractional order Schrödinger operators
M. Burak Erdogan, Michael Goldberg, William Green
The paper proves that wave operators for fractional Schrödinger operators with real potentials are bounded on all L^p spaces under dimension‑dependent conditions, and derives corre…
boundedness of wave operators for higher order schrödinger operators with threshold eigenvalues
M. Burak Erdogan, William R. Green, Kevin LaMaster
The paper proves L^p boundedness of wave operators for higher‑order Schrödinger operators with a threshold eigenvalue, giving explicit p‑ranges that depend on dimension, parity, an…
Dispersive estimates for fractional order Schrödinger operators
M. Burak Erdogan, Michael Goldberg, William Green
We prove dispersive bounds for fractional Schrödinger operators on of the form with a real-valued, decaying potential and . We…
-continuity of wave operators for higher order Schrödinger operators with threshold eigenvalues in high dimensions
M. Burak Erdogan, William R. Green, Kevin LaMaster
We consider the higher order Schrödinger operator in dimensions with real-valued potential when , . We adapt our recent results for…