EIGENVALUE STATISTICS FOR CMV MATRICES: FROM POISSON TO CLOCK VIA RANDOM MATRIX ENSEMBLES. ROWAN KILLIP AND MIHAI STOICIU Abstract. We study CMV matrices (discrete one-dimensional Dirac-type operators) with random decay

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Date: 2012-08-22 10:38:22 Operator theory Mathematical physics Random matrices Algebra of random variables Probability theory Random matrix Operator Matrix Circular ensemble Spectral theory of ordinary differential equations		EIGENVALUE STATISTICS FOR CMV MATRICES: FROM POISSON TO CLOCK VIA RANDOM MATRIX ENSEMBLES. ROWAN KILLIP AND MIHAI STOICIU Abstract. We study CMV matrices (discrete one-dimensional Dirac-type operators) with random decay Add to Reading List Source URL: sites.williams.edu Download Document from Source Website File Size: 380,09 KB Share Document on Facebook

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