Twisted Toeplitz matrices with piecewise Hölder symbols and small random perturbations have empirical spectral measures converging weakly in probability to the symbol-induced push-forward of Lebesgue measure.
Outlier eigenvalues for deformed i.i.d. random matrices
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Probabilistic Weyl Law for Twisted Toeplitz Matrices with Rough Symbols
Twisted Toeplitz matrices with piecewise Hölder symbols and small random perturbations have empirical spectral measures converging weakly in probability to the symbol-induced push-forward of Lebesgue measure.