Werner Kirsch and Stanislav Molchanov
Random Schroedinger Operators with Potentials Having Stationary Increments
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ABSTRACT.  We study one dimensional Schr\"{o}dinger operators $H_{\omega}=-\frac{d^{2}% 
}{dx^{2}}+V_{\omega}$ where $V_{\omega}$ is a stochastic process with 
stationary, independent increments.