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A study on the empirical distribution of the scaled Hankel matrix eigenvalues
Hossein Hassani1, Nader Alharbi2, Mansi Ghodsi2
1The Statistical Research Centre, Bournemouth University, Bournemouth BH8 8EB, UK ; Institute for International Energy Studies (IIES), 65, Sayeh St., Vali-e-Asr Ave., Tehran 1967743 711, Iran.
Abstract:
The empirical distribution of the eigenvalues of the matrix XX(T) divided by its trace is evaluated, where X is a random Hankel matrix. The distribution of eigenvalues for symmetric and nonsymmetric distributions is assessed with various criteria. This yields several important properties with broad application, particularly for noise reduction and filtering in signal processing and time series analysis.
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