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"WebFeb 5, 2011 · It is unlikely you will be able to beat that accuracy by generating random matrices and sampling the eigenvalue spacing. If higher accuracy is needed, you can find the spacing distribution by numerical integration of a Painleve differential equation, see Forrester & Witte arXiv:math-ph/0009023. A tabulated solution is in Haake's book … " - Cupbook

Cupbook

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