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Heterogeneous hypergeometric functions with two matrix arguments and the
  exact distribution of the largest eigenvalue of a singular beta-Wishart
  matrix
v1v2v3 (latest)

Heterogeneous hypergeometric functions with two matrix arguments and the exact distribution of the largest eigenvalue of a singular beta-Wishart matrix

9 December 2019
Koki Shimizu
Hiroki Hashiguchi
ArXiv (abs)PDFHTML

Papers citing "Heterogeneous hypergeometric functions with two matrix arguments and the exact distribution of the largest eigenvalue of a singular beta-Wishart matrix"

4 / 4 papers shown
Title
Chi-square approximation for the distribution of individual eigenvalues
  of a singular Wishart matrix
Chi-square approximation for the distribution of individual eigenvalues of a singular Wishart matrix
Koki Shimizu
Hiroki Hashiguchi
29
0
0
08 Jun 2023
Algorithm for the product of Jack polynomials and its application to the
  sphericity test
Algorithm for the product of Jack polynomials and its application to the sphericity test
Koki Shimizu
Hiroki Hashiguchi
33
3
0
30 Aug 2021
Generalized heterogeneous hypergeometric functions and the distribution
  of the largest eigenvalue of an elliptical Wishart matrix
Generalized heterogeneous hypergeometric functions and the distribution of the largest eigenvalue of an elliptical Wishart matrix
A. Shinozaki
Koki Shimizu
Hiroki Hashiguchi
33
2
0
26 Apr 2021
Expressing the largest eigenvalue of a singular beta F-matrix with
  heterogeneous hypergeometric functions
Expressing the largest eigenvalue of a singular beta F-matrix with heterogeneous hypergeometric functions
Koki Shimizu
Hiroki Hashiguchi
40
1
0
21 Apr 2020
1