On the probability that all eigenvalues of Gaussian, Wishart, and double
Wishart random matrices lie within an interval

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On the probability that all eigenvalues of Gaussian, Wishart, and double Wishart random matrices lie within an interval

14 February 2015

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Papers citing "On the probability that all eigenvalues of Gaussian, Wishart, and double Wishart random matrices lie within an interval"

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Title
On randomized sketching algorithms and the Tracy-Widom law Daniel Ahfock W. Astle S. Richardson 70 1 0 03 Jan 2022
Distribution of the Scaled Condition Number of Single-spiked Complex Wishart Matrices Pasan Dissanayake Prathapasinghe Dharmawansa Yang Chen 38 1 0 11 May 2021
On the Distribution of an Arbitrary Subset of the Eigenvalues for some Finite Dimensional Random Matrices M. Chiani A. Zanella 72 1 0 02 Jan 2020
Limits on Sparse Data Acquisition: RIC Analysis of Finite Gaussian Matrices Ahmed Elzanaty A. Giorgetti M. Chiani 63 17 0 09 Feb 2018
Noise Level Estimation for Overcomplete Dictionary Learning Based on Tight Asymptotic Bounds Rui Chen Changshui Yang Huizhu Jia Xiaodong Xie 40 4 0 09 Dec 2017
Tail sums of Wishart and GUE eigenvalues beyond the bulk edge Iain M. Johnstone 71 1 0 21 Apr 2017