Matthew Goldstein
Baruch College
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Featured researches published by Matthew Goldstein.
Communications in Statistics-theory and Methods | 1977
Matthew Goldstein; William R. Dillon
A stepwise variable selection procedure for multinomial discrimination is presented and discussed. Based upon the work of Kullback and Hills, stopping rules are proposed and illustrated for a set of data on communication buyer behavior.
Communications in Statistics-theory and Methods | 1976
Matthew Goldstein; Edward Wolf; William R. Dillon
Using the concept of distributional distance, a test statistic is proposed FOR the hypothesis of independence in multidimensional contingency tables. A Monte Carlo Study is done to empirically compare the power of the proposed test to the Pearson x2 and the likelihood ratio test- Further, the nonnull distribution under various spike alternatives is tabulated
Journal of the American Statistical Association | 1975
Matthew Goldstein; Manus Rabinowitz
Abstract A sample-based procedure for selecting an optimal subset of variables for the two-group multinomial classification problem is presented. Based on the work of Glick, we examine two variations of a procedure which looks at differences in discriminant scores as a method for assessing worthiness of various subsets of variables. Two examples illustrate the methods.
Journal of the American Statistical Association | 1986
James Carlson; William R. Dillon; Matthew Goldstein
Selected Aspects of Multivariate Analysis. Principal Components Analysis. Factor Analysis. Multidimensional Scaling. Cluster Analysis. Multiple Regression. Some Practical Considerations: Data Analysis Problems. Cross-Classified Frequency Data. Canonical Correlation Analysis. Discriminant Analysis: The Two-Group Problem. Multiple Discriminant Analysis and Related Topics. Linear Structural Relations (LISREL). Latent Structure Analysis. Appendixes. References. Index.
Multivariate Behavioral Research | 1980
Matthew Goldstein; William R. Dillon
The setting for this study is the two-group multinomial classification problem. Based on a measure of the log odds in favor of one particular group, a large sample confidence interval for a measure of separability is derived. The asymptotic result employed assumes that all states have positive observed frequencies. Realizing that this assumption is often violated, we consider a method based upon log-linear representation of state frequencies to first remove any random zeros before attempting to effect a classification. The method is illustrated in a data set dealing with the behavioral consequences following hypoxic trauma.
Archive | 1984
William R. Dillon; Matthew Goldstein
Archive | 1983
Mark L. Berenson; David M. Levine; Matthew Goldstein
Technometrics | 1984
Matthew Goldstein; William R. Dillon
Contemporary Sociology | 1979
Dennis W. Roncek; Matthew Goldstein; William R. Dillon
Journal of Marketing Research | 1978
William R. Dillon; Matthew Goldstein; Leon G. Schiffman