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Structure and Curvatures of Trajectories of a 2D Log-Gas
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作者 m.p.pato O.Bohigas 《Journal of Applied Mathematics and Physics》 2014年第5期32-38,共7页
A model is constructed to study the statistical properties of irregular trajectories of a log-gas whose positions are those of the complex eigenvalues of the unitary Ginibre ensemble. It is shown that statistically th... A model is constructed to study the statistical properties of irregular trajectories of a log-gas whose positions are those of the complex eigenvalues of the unitary Ginibre ensemble. It is shown that statistically the trajectories form a structure that reveals the eigenvalue departure positions. It is also shown that the curvatures of the ensemble of trajectories are Cauchy distributed. 展开更多
关键词 Statistical Mechanics Random Matrix Theory Quantum Hall Effect
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