Preview
Unable to display preview. Download preview PDF.
References
- CRITCHLEY, F. (1985), “Influence in Principal Components Analysis,”Biometrika 72, 627–636.Google Scholar
- DE LEEUW, J. (1982), “Nonlinear Principal Component Analysis,” inCOMPSTAT 1982, Eds. H. Caussinus, et al, Vienna: Physica Verlag.Google Scholar
- GIFI, A. (1981),Nonlinear Multivariate Analysis, Department of Data Theory, Leiden University.Google Scholar
References
- GUTTMAN, L. (1968), “A General Non-metric Technique for Finding the Smallest Coordinate Space for a Configuration of Points,”Psychometrika, 33, 329–347.Google Scholar
- GUTTMAN, L. (1977), “What is Not What in Statistics,”The Statistician, 26, 81–107.Google Scholar
- COXON, A.P.M. (1982),The User's Guide to Multidimensional Scaling, Exeter, New Hampshire: Heinemann.Google Scholar
- RUNKEL, P.J., and MCGRATH, J.E. (1972),Research on Human Behavior: A Systematic Guide to Method, New York: Holt, Rinehart and Winston.Google Scholar
References
- GUTTMAN, L. (1957), “Introduction to Facet Design and Analysis,“Proceedings of the 15th International Congress of Psychology, Amsterdam: North-Holland, 130–132.Google Scholar
References
- GABRIEL, K.R. (1971), “The Biplot Graphic Display of Matrices with Application to Principal Components Analysis,”Biometrika, 58, 453–467.Google Scholar
- GAUCH, H.G. (1980), “Rapid Initial Clustering of Large Data Sets,”Vegetatio, 42, 103–111.Google Scholar
- GAUCH, H.G. (1982),Multivariate Analysis in Community Ecology, Cambridge: Cambridge University Press.Google Scholar
- GOWER, J.C. (1966), “Some Distance Properties of Latent Root and Vector Methods Used in Multivariate Analysis,”Biometrika, 53, 325–338.Google Scholar
- ORLOCI, L. (1978),Multivariate Analysis in Vegetation Research, The Hague: Junk.Google Scholar
References
- LORR, M., KLETT, C.M., and MC NAIR, D. (1963),Syndromes of Psychosis, London: Pergamon Press.Google Scholar
- MC QUITTY, L.L. (1957), “Elementary Linkage Analysis for Isolating Orthogonal and Oblique Types and Typal Relevancies,”Educational and Psychological Measurement, 17, 207–229.Google Scholar
- MC QUITTY, L.L. (1961), “Typal Analysis,”Educational and Psychological Measurement, 21, 677–696.Google Scholar
- MC QUITTY, L.L. (1963), “Rank Order Typal Analysis,”Educational and Psychological Measurement, 23, 55–61.Google Scholar
- MC QUITTY, L.L., and CLARK, J.A. (1968), “Cluster from Iterative, Intercolumnar Correlational Analysis,”Educational and Psychological Measurement, 28, 211–238.Google Scholar
- U.S. BUREAU OF THE CENSUS (1977),Child Well-being: Interim Report. Washington, DC: U.S. Government Printing Office.Google Scholar
- U.S. BUREAU OF THE CENSUS (1979),A Profile Analysis of Minnesota Counties, Washington, DC: U.S. Government Printing Office.Google Scholar
- U.S. BUREAU OF THE CENSUS (1980),Suggestions for an Enhanced Socioeconomic Capability in the Bureau of Land Management. Report III: Database Development and Data Analysis, Center for Demographic Studies, U.S. Bureau of the Census.Google Scholar
References
- CARROLL, J.D. (1985), Review ofMultidimensional Scaling, Psychometrika, 50, 133–140.Google Scholar
- CONSTANTINE, A.G., and GOWER, J.C. (1978), “Graphical Representation of Asymmetric Matrices,”Applied Statistics, 27, 297–304.Google Scholar
- CRITCHLEY, F. (1980), “Optimal Norm Characteristations of Multidimensional Scaling Methods and Some Related Data Analysis Problems,” inData Analysis and Informatics, Eds. E. Diday et al, Amsterdam: North Holland.Google Scholar
- KRUSKAL, J.B., and WISH, M. (1978),Multidimensional Scaling, Beverly Hills: Sage.Google Scholar
- OKAMOTO, M. (1969), “Optimality of Principal Components,” inMultivariate Analysis II, Ed. P.R. Krishnaiah, New York: Academic Press.Google Scholar
- TORGERSON, W.S. (1958),Theory and Methods of Scaling, New York: Wiley.Google Scholar
References
- CAILLIEZ F., and PAGES, J.P. (1976),Introduction à l'Analyse des Données, Paris: Societé de Mathématiques Appliquées et de Sciences Humaines.Google Scholar
- GUTTMAN, L. (1941), “The Quantification of a Class of Attributes: A Theory and Method of Scale Construction,” inThe Prediction of Personal Adjustment, Ed. The Committee on Social Adjustment, New York: Social Science Research Council, 319–348.Google Scholar
- LEBART, L., MORINEAU, A., and WARWICK, K. (1984),Multivariate Descriptive Statistical Analysis, New York: Wiley.Google Scholar
- TENENHAUS, M., and YOUNG, F.W. (1985), “An Analysis and Synthesis of Multiple Correspondence Analysis, Optimal Scaling, Dual Scaling, Homogeneity Analysis, and Other Methods for Quantifying Categorical Multivariate Data,”Psychometrika, 50, 91–119.Google Scholar
References
- FRANCIS, I. (1981),Statistical Software: A Comparative Review, New York: Elsevier.Google Scholar
- FRANCIS, I., and SEDRANSK, J. (1979), “A Comparison of Software for Processing and Analyzing Surveys,”Bulletin of the International Statistical Institute, 48.Google Scholar
- MULLER, M.E., and WILKINSON, C.N. (1976), A Standardized Form for Describing Programs, Packages and Systems for Statistical Applications,”International Statistical Review, 44,3, 349–353.Google Scholar
- SONQUIST, J.A. (1984), “Comparison and Assessment of Social Network Analysis Programs,” Paper presented at the Sunbelt IV Social Networks Conference, Pheonix, Arizona.Google Scholar
Reference
- WHITE, H.C. (1963),An Anatomy of Kinship, Englewood Cliffs, NJ: Prentice-Hall.Google Scholar
Copyright information
© Springer-Verlag New York Inc. 1986