A class of tests for normality using the ratio of two estimates of the standard deviation is generalized to provide a class of tests for multivariate normality using a characterization of the multivariate normal. The posers of some of the tests are examined numerically and compared with the power of a recent similar test.(Author
In this paper, we consider the multivariate normality test based on measure of multivariate sample s...
A new statistical procedure for testing normality is proposed. The Q statistic is derived as the rat...
Testing multivariate normality is an ever-lasting interest in the goodness-of-fit area since the cla...
This paper presents a statistic for testing a complete sample for normality. The test statistic is d...
We study the empirical size and power of some recently proposed tests for multivariate normality (MV...
The exponential family structure of the joint distribution of generalized order statistics is utiliz...
The assumption of multivariate normality is the basis of the standard methodology of multivariate m...
The exponential family structure of the joint distribution of generalized order statistics is utiliz...
The exponential family structure of the joint distribution of generalized order statistics is utiliz...
The exponential family structure of the joint distribution of generalized order statistics is utiliz...
The exponential family structure of the joint distribution of generalized order statistics is utiliz...
The exponential family structure of the joint distribution of generalized order statistics is utiliz...
We propose a new class of rotation invariant and consistent goodness-of-fit tests for multivariate d...
A test of multivariate normality given by Koziol (1986, 1987) is examined in some detail for the biv...
Methods of assessing the degree to which multivariate data deviate from multinormality are discussed...
In this paper, we consider the multivariate normality test based on measure of multivariate sample s...
A new statistical procedure for testing normality is proposed. The Q statistic is derived as the rat...
Testing multivariate normality is an ever-lasting interest in the goodness-of-fit area since the cla...
This paper presents a statistic for testing a complete sample for normality. The test statistic is d...
We study the empirical size and power of some recently proposed tests for multivariate normality (MV...
The exponential family structure of the joint distribution of generalized order statistics is utiliz...
The assumption of multivariate normality is the basis of the standard methodology of multivariate m...
The exponential family structure of the joint distribution of generalized order statistics is utiliz...
The exponential family structure of the joint distribution of generalized order statistics is utiliz...
The exponential family structure of the joint distribution of generalized order statistics is utiliz...
The exponential family structure of the joint distribution of generalized order statistics is utiliz...
The exponential family structure of the joint distribution of generalized order statistics is utiliz...
We propose a new class of rotation invariant and consistent goodness-of-fit tests for multivariate d...
A test of multivariate normality given by Koziol (1986, 1987) is examined in some detail for the biv...
Methods of assessing the degree to which multivariate data deviate from multinormality are discussed...
In this paper, we consider the multivariate normality test based on measure of multivariate sample s...
A new statistical procedure for testing normality is proposed. The Q statistic is derived as the rat...
Testing multivariate normality is an ever-lasting interest in the goodness-of-fit area since the cla...
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