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  2. Topics
  3. Multivariate gamma function
  4. 1990
Showing papers on "Multivariate gamma function published in 1990"
Journal Article•10.1016/0047-259X(90)90027-F•
Moments for a multivariate linear model with an application to the growth curve model

[...]

Dietrich von Rosen1•
Stockholm University1
01 Oct 1990-Journal of Multivariate Analysis
TL;DR: In this article, an extended growth curve model is considered, which is useful when linear restrictions exist on the mean in the ordinary growth curve, and the maximum likelihood estimators consist of complicated stochastic expressions.

20 citations

Journal Article•10.1080/03610929008830265•
The distributions of some statistics associated with two multivariate hypotheses under violations in the complex case

[...]

Nashat Saweris1, Masoom M. Ali2•
Yarmouk University1, Ball State University2
01 Jan 1990-Communications in Statistics-theory and Methods
TL;DR: In this paper, the moments and the p.d.f. of some test criteria, namely Wilks Wp and Wilks-Laweley Up, were derived in connection with tests: (I) equality of two covariance matrices of two complex normal distributions and (II) p-dimensional mean vectors of l p-variate normal populations.
Abstract: Let S 1 and S 2 be independently distributed having respectively the complex noncentral Wishart and the central Wishart . Based on the density function of S 1 S 2 -1 under violation, the moments and the p.d.f. of some test criteria, namely Wilks Wp and Wilks-Laweley Up are derived in connection with tests: (I) Equality of two covariance matrices of two complex normal distributions and (II) Equality of p-dimensional mean vectors of l p-variate normal populations. The results are useful for drawing inferences about the robustness of test criteria concerning test of (I) when the assumption of normality is violated and of (II) when that common covariance matrix is disturbed. The moments and density function 0f tests associated with the classical testing of (I)and(II) may be obtained as special case of the results furnished here, particularly when

1 citations

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