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ASYMPTOTIC DISTRIBUTIONS OF MATCHED-PARIS PERMUTATIO STATISTICS BASED ON DISTANCE MEASURES |
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| Authors: | Peter J. Brockwell Paul W. Mielke Jr |
| Affiliation: | Department of Statistics, Colorado State University, Fort Collins |
| Abstract: | A technique for deriving asymptotic distributions of matched-pairs permutation statistics based on distance measures is discussed and applied to four specific examples recently considered by Mielke & Berry (1982). |
| Keywords: | symptotic distributions Distance measures Eigenvalue expansions Matched pairs Non-invariance Non-orthogonal expansions Nonparametric tests Orthogonal expansions Permutation tests Rank tests Sign test U-Statistics Weak convergence Wilcoxon signed-ranks test |