Higher order monotone Bartlett-type adjustment for some multivariate test statistics
若干多变量检验统计量的高阶单调Bartlett型调整
Suppose that the null distribution function of some test statistic S = Sn is expanded in terms of χ2 distributions. In this paper we provide a method for finding a ‘monotone’ transformation T(x) such that T(S) has chi-squared distribution to order n−k. This technique is applied to the special case of Hotelling's T2-statistic.