Efficiency and Optimality Results for Tests Based on Weighted Rankings
加权秩检验的效率与最优性结果
The Tukey–Quade method of weighted rankings for the analysis of complete blocks is considered. Assuming only that the within-block error components are exchangeable, the limiting distribution of a large class of test statistics based on this method is obtained under the null hypothesis and under nearby alternatives as the number of blocks increases to infinity. This makes it possible to derive the asymptotic efficiency of the allied tests relative to the maximin most…