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Consider a square matrix with independent and identically distributed entries of zero mean and unit variance.
A chaos hypothesis for some large systems of random equations
S. Geman and C.-R. Hwang · 1982
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Limiting behavior of the norm of products of random matrices and two problems of Geman-Hwang
Z.D. Bai and Y.Q. Yin · 1986
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The spectral radius of large random matrices
S. Geman · 1986
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A refinement of Wigner’s semicircle law in a neighborhood of the spectrum edge for random symmetric matrices
Ya. G. Sinaĭ and A. Soshnikov · 1998
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Poisson statistics for the largest eigenvalues of wigner random matrices with heavy tails
A. Soshnikov · 2004
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Poisson convergence for the largest eigenvalues of heavy tailed random matrices
A. Auffinger, G. Ben Arous, and S. Péché · 2009
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Random matrices: universality of ESDs and the circular law
T. Tao and V. Vu · 2010
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Spectrum of non-Hermitian heavy tailed random matrices
Ch. Bordenave, P. Caputo, and D. Chafaï · 2011
Cited alongside, same era.
Around the circular law
Ch. Bordenave and D. Chafaï · 2012
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Outliers in the spectrum of iid matrices with bounded rank perturbations
T. Tao · 2013
Later among the works it cites.
Outlier eigenvalues for deformed i.i.d random matrices
Ch. Bordenave and M. Capitaine · 2016
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