63 citations · 142 across the 21 of their papers we have counts for
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math.CO2001★ 5 cited
Integrals over Grassmannians and Random permutations
M. Adler, P. van Moerbeke
In testing the independence of two Gaussian populations, one computes the distribution of the sample canonical correlation coefficients, given that the actual correlation is zero.…
math.CO2000★ 34 cited
Integrable Lattices: Random Matrices and Random Permutations
Pierre van Moerbeke
These lectures present a survey of recent developments in the area of random matrices (finite and infinite) and random permutations. These probabilistic problems suggest matrix int…
math.CO1999
Integrals over classical Groups, Random permutations, Toda and Toeplitz lattices
Mark Adler, Pierre van Moerbeke
Matrix Fourier-like integrals over the classical groups O_+(n), O_-(n), Sp(n) and U(n) are connected with the distribution of the length of the longest increasing sequence in rando…