06-182 Uri Kaluzhny and Yoram Last
Purely Absolutely Continuous Spectrum for some Random Jacobi Matrices (178K, PDF) Jun 14, 06
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Abstract. We establish purely absolutely continuous spectrum for a class of random Jacobi matrices which are made by adding a decaying perturbation to the one-dimensional free Laplacian. The perturbation consists of a deterministic part having bounded total variation along with a square-summable random part.

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