Describing the Behavior of Eigenvectors of Random Matrices Using Sequences of Measures on Orthogonal Groups

@inproceedings{Silverstein1981DescribingTB,
  title={Describing the Behavior of Eigenvectors of Random Matrices Using Sequences of Measures on Orthogonal Groups},
  author={Jack W. Silverstein},
  year={1981}
}
A conjecture has previously been made on the chaotic behavior of the eigenvectors of a class of n-dimensional random matrices, where n is very large [ Evidence supporting the conjecture has been given in the form of two limit theorems, as n-. relating the random matrices to matrices formed from the Haar measure, h,, on the orthogonal group The present paper… CONTINUE READING