P. J. Forrester

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19992003

most citedDevelopments in Random Matrix Theory

1 citations · 1 across the 1 of their papers we have counts for

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math-ph2000

Integrability, Random Matrices and Painlevé Transcendents

N. S. Witte, P. J. Forrester, Christopher M. Cosgrove

The probability that an interval $I$ is free of eigenvalues in a matrix ensemble with unitary symmetry is given by a Fredholm determinant. When the weight function in the matrix en…

math.QA2000

Pieri-type formulas for the non-symmetric Jack polynomials

P. J. Forrester, D. S. McAnally

In the theory of symmetric Jack polynomials the coefficients in the expansion of the $p$ th elementary symmetric function $e_{p} (z)$ times a Jack polynomial expressed as a series in J…