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Distribution of the largest root of a matrix for Roy's test in
  multivariate analysis of variance
v1v2v3v4 (latest)

Distribution of the largest root of a matrix for Roy's test in multivariate analysis of variance

16 January 2014
M. Chiani
ArXiv (abs)PDFHTML

Papers citing "Distribution of the largest root of a matrix for Roy's test in multivariate analysis of variance"

9 / 9 papers shown
Title
Numerical computation for the exact distribution of Roy's largest root
  statistic under linear alternative
Numerical computation for the exact distribution of Roy's largest root statistic under linear alternative
Koki Shimizu
Hiroki Hashiguchi
55
1
0
24 May 2022
Computable structural formulas for the distribution of the
  $β$-Jacobi edge eigenvalues
Computable structural formulas for the distribution of the βββ-Jacobi edge eigenvalues
Peter J. Forrester
Santosh Kumar
23
6
0
03 Jun 2020
Permutation Inference for Canonical Correlation Analysis
Permutation Inference for Canonical Correlation Analysis
A. Winkler
O. Renaud
Stephen M. Smith
Thomas E. Nichols
58
73
0
24 Feb 2020
On the Distribution of an Arbitrary Subset of the Eigenvalues for some
  Finite Dimensional Random Matrices
On the Distribution of an Arbitrary Subset of the Eigenvalues for some Finite Dimensional Random Matrices
M. Chiani
A. Zanella
74
1
0
02 Jan 2020
Exact Largest Eigenvalue Distribution for Doubly Singular Beta Ensemble
Exact Largest Eigenvalue Distribution for Doubly Singular Beta Ensemble
S. Grinek
26
1
0
06 May 2019
Asymptotic regime for impropriety tests of complex random vectors
Asymptotic regime for impropriety tests of complex random vectors
Florent Chatelain
N. L. Bihan
J. Manton
28
1
0
29 Apr 2019
On the Domain of Attraction of a Tracy-Widom Law with Applications to
  Testing Multiple Largest Roots
On the Domain of Attraction of a Tracy-Widom Law with Applications to Testing Multiple Largest Roots
Didier Chételat
Rajendran Narayanan
M. Wells
25
0
0
29 Oct 2015
On the probability that all eigenvalues of Gaussian, Wishart, and double
  Wishart random matrices lie within an interval
On the probability that all eigenvalues of Gaussian, Wishart, and double Wishart random matrices lie within an interval
M. Chiani
60
29
0
14 Feb 2015
Roy's Largest Root Test Under Rank-One Alternatives
Roy's Largest Root Test Under Rank-One Alternatives
Iain M. Johnstone
B. Nadler
119
39
0
24 Oct 2013
1