An Asymptotic Acceptance of Aligned Rank Tests under Alternatives of Contaminated Distributions in a Randomized-Blocks Design
随机区组设计中污染分布备择下对齐秩检验的渐近表现
Asymptotic noncentral X 2 distributions of aligned rank test statistics under a contiguous sequence of alternatives of contaminated distributions are obtained as the number of blocks tends to infinity in a randomized-blocks design with one observation per cell. I show that the asymptotic relative efficiency of the aligned rank test, with respect to the likelihood ratio F test under the sequence of these alternatives, is one in the case of normal scores and is nearly equal to…