DISTRIBUITION OF WILK’S CRITERION FOR THE H (vc) HIPOTESIS.

Luiz Carlos BENINI[1]

§    ABSTRACT: In this work we present a exact distribution of Wilk’s criterion, Via direct and inverse Merllin transforms and the help of residues theory, for the compound simmetry of type II when there are h (h ³ 2) characteristics, measured in n = 2 instants of times. The distribution will be give as a computable form of logarithimic functions series with coeficients in terms of "Psi" and generalized "Zeta-de-Rieman" functions. Also, we give a comparison between the exact distribution and the L(vc) distribution as product of independent Beta variables. The main results are give as theorem.

§    KEYWORDS: Exact distribution; moments; composite simmetry.

 



[1] Departamento de Matemática – Faculdade de Ciências e Tecnologia – UNESP – 19060 – Presidente Prudente – SP.