Spectral Properties of Random Schrodinger Operators With Small Coupling Constants by Prof. Mihai Stoiciu
Friday, February 21 at 1:00pm to 1:45pm
Bronfman Science Center, 106 18 Hoxsey St, Williamstown, MA 01267, USA
Mathematics and Statistics Department Faculty Seminar
Abstract: We consider one-dimensional Schrodinger operators with random potentials cV, where V is a fixed random potential and c is a constant. We investigate the spectral properties of these operators for small values of c. In particular, we describe the behavior of the density of states and the transition in the microscopic eigenvalue statistics, as the coupling constant c approaches 0.
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