The known methods for computing percentage points of multivariate t distributions are reviewed. We believe that this review will serve as an important reference and encourage further research activities in the area.
The known methods for computing percentage points of multivariate t distributions are reviewed. We believe that this review will serve as an important reference and encourage further research activities in the area.
“…For normal populations with unequal variances, tests for equality of means were proposed by Hochberg (1976) and Tamhane (1977Tamhane ( , 1979. Successive comparison of means of normal populations has been studied by Lee and Spurrier (1995) and Somerville (2001). Wu and Chen (1997) and Singh and Gill (2002) proposed tests for equality of location parameters for several exponential and logistic distributions, respectively.…”
In this paper, nonparametric procedures for testing equality of quantiles against an ordered alternative are proposed. These testing procedures are based on two different estimators of the quantile function available in literature. Limiting distributions of the test statistics are derived. Simulations have been carried out to check the performance of the tests.
“…Similarly, in a competitive market, claims of various competing firms about homogeneity of their products can be tested. Lee and Spurrier (1995a), Somerville et al (2001) and Liu et al (2000) suggested a procedure for successive comparison among ordered treatment mean effects for normal populations with known or unknown common variance. Singh (2006) studied one-sided and two-sided simultaneous confidence intervals for the successive ratios of scale parameters and used recursive techniques to find critical constants using exponential distribution.…”
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