Sharp bound on the largest positive eigenvalue for one-dimensional Schrdinger operators
Institutional Repository Document
-
- Overview
-
- Research
-
- View All
-
Overview
abstract
-
Let $H=-D^2+V$ be a Schr"odinger operator on $ L^2(mathbb{R})$, or on $ L^2(0,infty)$. Suppose the potential satisfies $limsup_{x o infty}|xV(x)|=a
author list (cited authors)
complete list of authors
publication date
Research