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Cliff, N (1973) Scaling Annual Review of Psychology, 24, 473 506 Cliff, N (1987) Analyzing multivariate data New York: Harcourt Brace Javanovich Cliff, N (1991) Ordinal methods in the study of change In L M Collins & J Horn (Eds), Best methods for the analysis of change (pp 34 46) Washington, DC: American Psychological Association Cliff, N (1992) Abstract measurement theory and the revolution that never happened Psychological Science, 3(3), 186 190 Cliff, N (1993) Dominance statistics: Ordinal analyses to answer ordinal questions Psychological Bulletin, 114, 494 509 Cliff, N (1994) Predicting ordinal relations British Journal of Mathematical and Statistical Psychology, 47, 127 150 Cliff, N (1996a) Answering ordinal questions with ordinal data using ordinal statistics Multivariate Behavioral Research, 31(3), 331 350 Cliff, N (1996b) Ordinal methods for behavioral data analysis Mahwah, NJ: Erlbaum Cliff, N, & Charlin, V (1991).

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Variances and covariances of Kendall s tau and their estimation Multivariate Behavioral Research, 26, 693 707 Cohen, J (1994) The earth is round (p < 05) American Psychologist, 49, 997 1003 Cressie, N A C, & Whitford, H J (1986) How to use the two sample t-test Biometric Journal, 28, 131 148 Daniels, H, & Kendall, M (1947) The signi cance of rank correlation where parental correlation exits Biometrika, 34, 197 208 Embretson, S (1996) Item response theory models and spurious interaction effects in multiple group comparisons Applied Psychological Measurement, 20, 201 212 Embretson, S, & Hershberger, S (1999) Summary and future of psychometric method in testing In S Embretson & S Hershberger (Eds), The new rules of measurement (pp 243 247) Mahwah, NJ: Erlbaum Emerson, J D, & Stoto, M A (1983) Transforming data In D C Hoaglin, F Mostreller, & J W.

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Tukey (Eds), Understanding robust and exploratory data analysis (pp 97 128) New York: Wiley Feng, D, & Cliff, N (1995) Comparisons of power and size of d and t statistics Unpublished manuscript, University of Southern California Fischer, G H (1995) Derivations of the Rasch model In G H Fischer & I W Molenaar (Eds), Rasch models: Foundations, recent developments, and applications (pp 57 78) New York: Springer-Verlag Friedman, M (1937) The use of ranks to avoid the assumption of normality in the analysis of variance Journal of the American Statistical Association, 32, 675 701 Games, P A (1984) Data transformation, power, and skew: A rebuttal to Levine and Dunlap Psychological Bulletin, 95, 345 347..

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or would be threatened by the victimization of innocent people Belief in a just world can be assumed to be a psychological resource that may be defended by attributing responsibility and blame to the victims themselves, thus reframing the injustice of their victimization Another exciting phenomenon is the exchange ction, discussed in more detail in works by Holmes, Miller, and Lerner (cited in Lerner, 1977) and Lerner (1980) It has been observed that many people tend to prefer buying an overpriced article when they know that the pro ts will go to needy people, rather than directly donating an amount of money corresponding to the price difference The explanation for this phenomenon is that helping a needy person establishes a commitment and personal responsibility for this and other needy persons.

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(here Q[1] concerns the rst data snapshot). Let us also note that the number of clusters, say c[1], may be selected on the basis of the assumed threshold level Vmax. For the rst data snapshot, we choose such c[1] for which the reconstruction error does exceed some prede ned threshold level, that is, Vmax < e; with the value of e, e > 0 is given in advance. Here we may adjust the number of the clusters so that the required inequality is satis ed. The choice of the threshold level can be realized by observing how much the reconstructability criterion is affected by the number of clusters; it might well be that V exhibits

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Instead of "(char)29" you have to use the value "(char)0x00F1" as group separator.
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