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Investigation of Level Statistics by Generalized Brody Distribution and Maximum Likelihood Estimation Method

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arxiv 1210.4751 v1 pith:Y4TG262M submitted 2012-10-17 nucl-th physics.data-an

classification nucl-thphysics.data-an
keywords distributionstatisticsgeneralizedbrodydifferentestimationlevellikelihood
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With generalizing the Brody distribution to include the Poisson, GOE and GUE limits and with employing the maximum likelihood estimation technique, the spectral statistics of different sequences were considered in the nearest neighbor spacing statistics framework. The ML-based estimated values for the parameters of generalized distribution propose more precisions in compare to the predictions of other distributions. The transition in the level spacing statistics of different systems were described by the distances of ML-based predictions for generalized distribution to three limits which determined by KLD measures.

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  1. Krylov Complexity in Mixed Phase Space

    hep-th 2024-12 conditional novelty 6.0 of 10

    The Krylov complexity peak height correlates with the Brody parameter in mixed-phase-space quantum systems, diminishing as the spectrum becomes Poissonian.

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