Proves large deviation theorems for finite-scale Dirichlet determinants of analytic quasi-periodic Jacobi operators with Brjuno-Rüssmann frequency, yielding eigenvalue distribution results controlled by the smallest deviation.
Goldstein and W.Schlag, Fine properties of the integrated density of states and a quantitative separation property of the Dirichlet eigenvalues
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Large Deviation theorems for Dirichlet determinants of analytic quasi-periodic Jacobi operators with Brjuno-R\"ussmann frequency
Proves large deviation theorems for finite-scale Dirichlet determinants of analytic quasi-periodic Jacobi operators with Brjuno-Rüssmann frequency, yielding eigenvalue distribution results controlled by the smallest deviation.