This program calculates the homogeneity of regression test, analysis of covariance test or the Johnson-Neyman technique for a one-way (unequal n) design.
Get full access to this article
View all access options for this article.
References
1.
Bailey, B. J. R.Tables of the bonferroni t statistic. Journal of the American Statistical Association , 1977, 72, 469-475.
2.
Borich, G. D.Interactions among group regressions: testing homogeneity of group regressions and plotting regions of significance . EDUCATIONAL AND PSYCHOLOGICAL MEASUREMENT, 1971, 31, 251 -252.
3.
Borich, G. D. and Wunderlich, K. W.Johnson-Neyman revisited: determining interactions among group regressions and plotting regions of significance in the case of two groups, two predictors, and one criterion. EDUCATIONAL AND PSYCHOLOGICAL MEASUREMENT, 1973, 33 , 255-257.
4.
Cahen, L. S. and Linn, R. L.Regions of significant criterion differences in aptitude-treatment interaction research. American Educational Research Journal , 1971, 8, 521-529.
5.
Carroll, J. B. and Wilson, G. F.An interactive program for the Johnson-Neyman technique in the case of two groups, two predictors, and one criterion variable. EDUCATIONAL AND PSYCHOLOGICAL MEASUREMENT, 1970, 30, 121-132 .
6.
Johnson, P. O. and Neyman, J.Tests of certain linear hypotheses and their applications to some educational problems. Statistical Research Memoirs , 1936, 1, 57-93.
7.
Potthoff, R. F.On the Johnson-Neyman technique and some extensions thereof. Psychometrika, 1964, 29, 241-255 .
8.
Wunderlich, K. W. and Borich, G. D.Determining interactions and regions of significance for curvilinear regressions. EDUCATIONAL AND PSYCHOLOGICAL MEASUREMENT, 1973, 33, 691-695.