Eigenvectors of large matrices (and graphs) play an essential role in combinatorics and theoretical computer science. The goal of this survey is to provide an up-to-date account on properties of eigenvectors when the matrix (or graph) is random
The current work applies some recent combinatorial tools due to Jain to control the eigenvalue gaps ...
This thesis consists in two independent parts. The first part pertains to the study of eigenvectors ...
We investigate spacing statistics for ensembles of various real random matrices where the matrix-ele...
Eigenvectors of large matrices (and graphs) play an essential role in combinatorics and theoretical ...
In this thesis we begin by presenting an introduction on random matrices, their different classes an...
We study the eigenvalues and the eigenvectors of N X N structured random matrices of the form H = W ...
We study statistical properties of the eigenvectors of non-Hermitian random matrices, concentrating ...
This paper demonstrates an introduction to the statistical distribution of eigenval-ues in Random Ma...
We study eigenvectors in the deformed Gaussian unitary ensemble of random matrices $H=W\tilde{H}W$, ...
In this thesis we begin by presenting an introduction on random matrices, their different classes an...
AbstractBehaviour of the eigenvalues of random matrices with an underlying linear structure is inves...
Thesis (Ph.D.)--University of Washington, 2013The goal of this thesis is to develop one of the threa...
We study eigenvectors in the deformed Gaussian unitary ensemble of random matrices $H=W\tilde{H}W$, ...
AbstractWe prove that block random matrices consisting of Wigner-type blocks have as many large (str...
We study the eigenvalue distribution of dilute N3N random matrices HN that in the pure ~undiluted! ...
The current work applies some recent combinatorial tools due to Jain to control the eigenvalue gaps ...
This thesis consists in two independent parts. The first part pertains to the study of eigenvectors ...
We investigate spacing statistics for ensembles of various real random matrices where the matrix-ele...
Eigenvectors of large matrices (and graphs) play an essential role in combinatorics and theoretical ...
In this thesis we begin by presenting an introduction on random matrices, their different classes an...
We study the eigenvalues and the eigenvectors of N X N structured random matrices of the form H = W ...
We study statistical properties of the eigenvectors of non-Hermitian random matrices, concentrating ...
This paper demonstrates an introduction to the statistical distribution of eigenval-ues in Random Ma...
We study eigenvectors in the deformed Gaussian unitary ensemble of random matrices $H=W\tilde{H}W$, ...
In this thesis we begin by presenting an introduction on random matrices, their different classes an...
AbstractBehaviour of the eigenvalues of random matrices with an underlying linear structure is inves...
Thesis (Ph.D.)--University of Washington, 2013The goal of this thesis is to develop one of the threa...
We study eigenvectors in the deformed Gaussian unitary ensemble of random matrices $H=W\tilde{H}W$, ...
AbstractWe prove that block random matrices consisting of Wigner-type blocks have as many large (str...
We study the eigenvalue distribution of dilute N3N random matrices HN that in the pure ~undiluted! ...
The current work applies some recent combinatorial tools due to Jain to control the eigenvalue gaps ...
This thesis consists in two independent parts. The first part pertains to the study of eigenvectors ...
We investigate spacing statistics for ensembles of various real random matrices where the matrix-ele...
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