Generation of Random Orthogonal Matrices. Authors: T. W. Anderson, I. Olkin, and L. G. UnderhillAuthors Info & Affiliations. https://doi.org/10.1137/0908055.
"Generation of Random Orthogonal Matrices," T. W. Anderson, I. Olkin, and L. G.. Underhill. 10.
The matrix Q is a randomly sampled orthogonal matrix (Anderson et al., 1987) . In other words, we compare the true code to the most metabolically efficient ...
Generation of Random Orthogonal Matrices. Anderson, T. W; Olkin, I; Underhill, L. G. Society for Industrial and Applied Mathematics. SIAM Journal on ...
Generation of Random Orthogonal Matrices. Report Number: OLK NSF 216. Author(s):. T.W. Anderson. I. Olkin. L.G. Underhill. Report Date: Aug 1985. View in the ...
Apr 26, 2020 · T. W. Anderson, I. Olkin and L. G. Underhill, Generation of random orthogonal matrices, SIAM J. Sci. Statist. Comput. 8(4), 625–629, 1987 ...
Some new methods to generate both random and quasi-random orthogonal matrices ... Anderson, T. W, Olkin, I, and Underhill L. G. (1987)SIAM. ... Generation of Random ...
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Generation of random orthogonal matrices · T. W. Anderson, I. Olkin, L. Underhill · Published 1 July 1987 · Mathematics · Siam Journal on Scientific ...
Apr 22, 2020 · T. W. Anderson, I. Olkin and L. G. Underhill, Generation of random orthogonal matrices, SIAM J. Sci. Statist. Comput. 8(4), 625–629, 1987 ...
This paper presents a method for generating pseudo-random orthogonal matrices from the Haar distribution for the group of orthogonal matrices.