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Estimating the weights for multiple attributes in a composite criterion using pairwise judgments. (English) Zbl 0281.62075

62J15 Paired and multiple comparisons; multiple testing
91E99 Mathematical psychology
62J05 Linear regression; mixed models
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[1] Bechtel, G. Individual differences in the linear multidimensional scaling of choice. Paper presented at meeting of the Psychometric Society in Princeton, N. J., April, 1969.
[2] Blum, M. L. and Naylor, J. C.Industrial Psychology–its theoretical and social foundations. New York: Harper and Row, 1968.
[3] Carroll, J. D. Individual differences and multidimensional scaling. In Shepard, R. N., Romney, A. K., and Nerlove, S. B. (Eds.)Multidimensional scaling: Theory and applications in the behavioral sciences. Vol. I (Theory). New York: Seminar Press, 1972, 105–155.
[4] Carroll, J. D. and Chang, J. J. Nonparametric multidimensional analysis of paired-comparisons data. Paper presented at the joint meeting of the Psychometric and Psychonomic Societies at Niagara Falls, October, 1964.
[5] Charnes, A. and Cooper, W. W.Management models and industrial applications of linear programming (Vol. 1). New York: Wiley, 1961. · Zbl 0107.37004
[6] Dantzig, G. B.Linear programming and extensions. Princeton, N. J.: Princeton University Press, 1963. · Zbl 0108.33103
[7] Gass, S. I.Linear programming: methods and applications. New York: McGraw-Hill Book Company, 1958. · Zbl 0081.36702
[8] Green, P. E. and Rao, V. R. Conjoint measurement for quantifying judgmental data.Journal of Marketing Research, 1971,8, 355–363.
[9] Hoffman, P. J. The paramorphic representation of clinical judgment.Psychological Bulletin, 1960,57, 116–131.
[10] Kristy, N. F. Criteria of occupational success among post office counter clerks. Unpublished Ph.D. thesis. London: University of London Library, 1952.
[11] Kruskal, J. B. Multidimensional scaling by optimizing goodness of fit to a nonmetric hypothesis.Psychometrika, 1964,29, 1–27. (a). · Zbl 0123.36803
[12] Kruskal, J. B. Nonmetric multidimensional scaling: A numerical method.Psychometrika, 1964,29, 115–129. (b). · Zbl 0123.36804
[13] Kruskal, J. B. Analysis of factorial experiments by estimating monotone transformations of the data.Journal of the Royal Statistical Society, 1965,27 (Series B), 251–263.
[14] Luce, R. D., and Tukey, J. W. Simultaneous conjoint measurement: a new type of fundamental measurement.Journal of Mathematical Psychology, 1964,1, 1–27. · Zbl 0166.42201
[15] MacCrimmon, K. R. Decision making among multiple-attribute alternatives: A survey and consolidated approach. Memorandum RM-4823-ARPA, Santa Monica, California: The RAND Corporation, 1968.
[16] Shepard, R. N. On subjectively optimum selections among multi-attribute alternatives. In M. W. Shelly and G. L. Bryan (Eds.),Human judgment and optimality. New York: Wiley, 1964.
[17] Shocker, A. D. A methodological approach to the identification of a feasible mass transit configuration for maximal satisfaction to users. In Hopfe, M. (Ed.)Proceedings of the 1971 AIDS Conference. St. Louis: American Institute of Decision Sciences, 1971.
[18] Slater, P. The analysis of personal preferences.British Journal of Statistical Psychology, 1960,13, 119–135.
[19] Sluckin, W. Combining criteria of occupational success: Part I.Occupational Psychology, 1956,30, 20–26 (a).
[20] Sluckin, W. Combining criteria of occupational success: Part II.Occupational Psychology, 1956,30, 57–67 (b).
[21] Srinivasan, V., Linear programming computational procedures for ordinal regression. Working paper, Rochester, New York: The University of Rochester, The Graduate School of Management, 1973.
[22] Srinivasan, V., and Shocker, A. D. Linear programming techniques for multidimensional analysis of preferences.Psychometrika, 1973,38, 337–369. · Zbl 0316.92024
[23] Srinivasan, V., Shocker, A. D., and Weinstein, A. G. Measurement of a composite criterion of managerial success.Organizational Behavior and Human Performance, 1973,9, 147–167.
[24] Tucker, L. R Intra-individual and inter-individual multidimensionality. In H. Gullicksen and S. Messick (Eds.)Psychological Scaling: Theory and Applications. New York: Wiley, 1960, 155–167.
[25] Wagner, H. M. Linear programming techniques for regression analysis.Journal of the American Statistical Association, 1959,54, 206–212. · Zbl 0088.35702
[26] Wallace, S. R. Criteria for what?American Psychologist, 1965,20, 411–417.
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