Correlation Hole of Survival Probability and Level Statistics

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概要

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• The relationship between level statistics and the correlation hole in the survival probability function in generic chaotic systems is investigated. It is shown that the depth and the area of the hole measure the long-and short-range correlations of levels, respectively. Two models of level statistics, namely the Gaudin model and an independent superposition of circular unitary ensembles, are analyzed as examples for systems intermediate between chaos and integrability.

• 一般社団法人日本物理学会の論文
• 1995-11-15

著者

• Ma Jian-zhong

  Department Of Electronics Engineering Fukui University

• Ma Jian-Zhong

  Department of Electronics Engineering, Fukui University

関連論文

• STATISTICAL MECHANICS OF A GENERALIZED CALOGERO-SUTHERLAND SYSTEM(Session II : Chaos, The 1st Tohwa University International Meeting on Statistical Physics Theories, Experiments and Computer Simulations)
• Interpolation between Poisson and Circular Unitary Ensembles for the Number Variance in Level Statistics
• Correlation Hole of Survival Probability and Level Statistics

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