Abstract
Recent studies pertaining to an extended class of matched pairs tests based on powers of ranks are discussed. Previous questions regarding the asymptotic properties for this class of tests are clarified and a generalization of this class is described. This generalization raises a previously unanticipated concern about whether or not the analytic comparisons resulting from these tests correspond with an intuitive notion of what is being compared.
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Mielke, P. W. Asymptotic behavior of two-sample tests based on powers of ranks for detecting scale and location alternatives.Journal of the American Statistical Association, 1972,67, 850–854.
Mielke, P. W. Squared rank test appropriate to weather modification cross-over design.Technometrics, 1974,16, 13–16.
Mielke, P. W. & Berry, K. J. An extended class of matched pairs tests based on powers of ranks.Psychometrika, 1976,41, 89–100.
Mielke, P. W. & Berry, K. J. An extended class of permutation techniques for matched pairs.Communications in Statistics-Theory and Methods, 1982,All, 1197–1207.
Mielke, P. W., Berry, K. J., & Medina, J. G. Climax I and II: Distortion resistant residual analyses.Journal of Applied Meteorology, 1982,21, 788–792.
Mielke, P. W. & Sen, P. K. On asymptotic non-normal null distributions for locally most powerful rank test statistics.Communications in Statistics-Theory and Methods, 1981,A10, 1079–1094.
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Mielke, P.W., Berry, K.J. Asymptotic clarifications, generalizations, and concerns regarding an extended class of matched pairs tests based on powers of ranks. Psychometrika 48, 483–485 (1983). https://doi.org/10.1007/BF02293690
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DOI: https://doi.org/10.1007/BF02293690