A limiting distribution of the likelihood ratio statistic for the test of the equality of the q smallest eigenvalues of a covariance matrix is obtained. This distribution can be used as an alternative to the chi-squared distribution which is usually used with this test. It is shown that this new method yields reasonable significance levels for those situations in which the chi-squared approximation is inadequate
AbstractIn this paper the distribution of the likelihood ratio test for testing the reality of the c...
In this paper the asymptotic nonnull distribution of the likelihood ratio statistic for testing equa...
We propose a nonparametric procedure to test the hypothesis that the j-th largest eigenvalues of a c...
A limiting distribution of the likelihood ratio statistic for the test of the equality of the q smal...
A limiting distribution of the likelihood ratio statistic for the test of the equality of the q smal...
AbstractFor the test of sphericity, Ledoit and Wolf [Ann. Statist. 30 (2002) 1081–1102] proposed a s...
For the test of sphericity, Ledoit and Wolf [Ann. Statist. 30 (2002) 1081-1102] proposed a statistic...
For the test of sphericity, Ledoit and Wolf [Ann. Statist. 30 (2002) 1081-1102] proposed a statistic...
For the test of sphericity, Ledoit and Wolf [Ann. Statist. 30 (2002) 1081-1102] proposed a statistic...
SUMMARY. The minimum chi-squared test is obtained for testing the hypothesis that the smallest r eig...
In this paper, we consider the inference problem regarding the equality of the q smallest latent roo...
In this paper, we consider the inference problem regarding the equality of the q smallest latent roo...
AbstractThis paper deals with the distribution of the LR statistic for testing the hypothesis that t...
This paper deals with the distribution of the LR statistic for testing the hypothesis that the small...
The authors address likelihood ratio statistics used to test simultaneously conditions on mean vecto...
AbstractIn this paper the distribution of the likelihood ratio test for testing the reality of the c...
In this paper the asymptotic nonnull distribution of the likelihood ratio statistic for testing equa...
We propose a nonparametric procedure to test the hypothesis that the j-th largest eigenvalues of a c...
A limiting distribution of the likelihood ratio statistic for the test of the equality of the q smal...
A limiting distribution of the likelihood ratio statistic for the test of the equality of the q smal...
AbstractFor the test of sphericity, Ledoit and Wolf [Ann. Statist. 30 (2002) 1081–1102] proposed a s...
For the test of sphericity, Ledoit and Wolf [Ann. Statist. 30 (2002) 1081-1102] proposed a statistic...
For the test of sphericity, Ledoit and Wolf [Ann. Statist. 30 (2002) 1081-1102] proposed a statistic...
For the test of sphericity, Ledoit and Wolf [Ann. Statist. 30 (2002) 1081-1102] proposed a statistic...
SUMMARY. The minimum chi-squared test is obtained for testing the hypothesis that the smallest r eig...
In this paper, we consider the inference problem regarding the equality of the q smallest latent roo...
In this paper, we consider the inference problem regarding the equality of the q smallest latent roo...
AbstractThis paper deals with the distribution of the LR statistic for testing the hypothesis that t...
This paper deals with the distribution of the LR statistic for testing the hypothesis that the small...
The authors address likelihood ratio statistics used to test simultaneously conditions on mean vecto...
AbstractIn this paper the distribution of the likelihood ratio test for testing the reality of the c...
In this paper the asymptotic nonnull distribution of the likelihood ratio statistic for testing equa...
We propose a nonparametric procedure to test the hypothesis that the j-th largest eigenvalues of a c...