A Monte Carlo power study of 10 multivariate normality goodness-of-fit tests is presented. First, multivariate goodness-of-fit methods and non-normal alternatives are classified according to their characteristics. Then, a measurement tool is defined, validated, and used to assess the performance of the methods, which are then ranked by type of alternative they best detect. Finally, Monte Carlo-derived empirical critical values for the 8 procedures, valid when samples are too small to invoke asymptotic theory, are provided.
We propose three new statistics, Z(p), C-p, and R-p for testing a p-variate (p >= 2) normal distribu...
A test of multivariate normality given by Koziol (1986, 1987) is examined in some detail for the biv...
A comprehensive study has been performed to provide general guidelines for the practical choice of t...
AbstractA Monte Carlo power study of 10 multivariate normality goodness-of-fit tests is presented. F...
AbstractA Monte Carlo power study of 10 multivariate normality goodness-of-fit tests is presented. F...
In this thesis we introduce, implement and compare several multivariate goodness-of-fit tests. First...
In this thesis we introduce, implement and compare several multivariate goodness-of-fit tests. First...
AbstractWe give the results of a comprehensive simulation study of the power properties of prominent...
We study the empirical size and power of some recently proposed tests for multivariate normality (MV...
INTRODUCTION In the goodness--of--fit testing problem one is given a data set of N measured observa...
In this paper, a goodness-of-fit test for normality based on the comparison of the theoretical and e...
In this paper, a goodness-of-fit test for normality based on the comparison of the theoretical and e...
In this paper, a goodness-of-fit test for normality based on the comparison of the theoretical and e...
Multivariate statistical methods often require the assumption of multivariate normality. The purpose...
The assumption of normality is very important because it is used in many statistical procedures such...
We propose three new statistics, Z(p), C-p, and R-p for testing a p-variate (p >= 2) normal distribu...
A test of multivariate normality given by Koziol (1986, 1987) is examined in some detail for the biv...
A comprehensive study has been performed to provide general guidelines for the practical choice of t...
AbstractA Monte Carlo power study of 10 multivariate normality goodness-of-fit tests is presented. F...
AbstractA Monte Carlo power study of 10 multivariate normality goodness-of-fit tests is presented. F...
In this thesis we introduce, implement and compare several multivariate goodness-of-fit tests. First...
In this thesis we introduce, implement and compare several multivariate goodness-of-fit tests. First...
AbstractWe give the results of a comprehensive simulation study of the power properties of prominent...
We study the empirical size and power of some recently proposed tests for multivariate normality (MV...
INTRODUCTION In the goodness--of--fit testing problem one is given a data set of N measured observa...
In this paper, a goodness-of-fit test for normality based on the comparison of the theoretical and e...
In this paper, a goodness-of-fit test for normality based on the comparison of the theoretical and e...
In this paper, a goodness-of-fit test for normality based on the comparison of the theoretical and e...
Multivariate statistical methods often require the assumption of multivariate normality. The purpose...
The assumption of normality is very important because it is used in many statistical procedures such...
We propose three new statistics, Z(p), C-p, and R-p for testing a p-variate (p >= 2) normal distribu...
A test of multivariate normality given by Koziol (1986, 1987) is examined in some detail for the biv...
A comprehensive study has been performed to provide general guidelines for the practical choice of t...