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Development of universal distributions of quantum chaotic spectra

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Yuri Dabaghian, Department of Physics, University of California, San Francisco
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The explicit solution of the spectral problem recently obtained for the
quasi one dimensional quantum chaotic models suggests that the quantum
spectra of classically nonintegrable systems may differ between themselves
accoriding to the level their complexity. This complexity structure of the
spectral sequences is also manifested in the periodic orbit theory description
of the universal probability distributions of spectral statistics.