zbMATH — the first resource for mathematics

An inter-battery method of factor analysis. (English) Zbl 0097.35102

Full Text: DOI
[1] Bartlett, M. S. Internal and external factor analysis.Brit. J. Psychol., Statist. Sect., 1948,1, 73–81.
[2] Bartlett, M. S. Tests of significance in factor analysis.Brit. J. Psychol., Statist. Sect., 1950,3, 77–85.
[3] Bartlett, M. S. The effect of standardization on ax 2 approximation in factor analysis.Biometrika, 1951,38, 337–344. · Zbl 0045.08701
[4] Bartlett, M. S. A further note on tests of significance in factor analysis.Brit. J. Psychol., Statist. Sect., 1951,4, 1–2. · Zbl 0045.08701
[5] Burt, C. A comparison of factor analysis and analysis of variance.Brit. J. Psychol., Statist. Sect., 1947,1, 3–26.
[6] Burt, C. Tests of significance in factor analysis.Brit. J. Psychol., Statist. Sect., 1952,5, 109–133.
[7] Cattell, R. B. A universal index for psychological factors. Advance Publication No. 3, Dec. 1953. Laboratory of Personality Assessment and Group Behavior, Dept. Psychology, Univ. Illinois.
[8] Eckart, C. and Young, G. The approximation of one matrix by another of lower rank.Psychometrika, 1936,1, 211–218. · JFM 62.1075.02
[9] Emmett, W. G. Factor analysis by Lawley’s method of maximum likelihood.Brit. J. Psychol., Statist. Sect., 1949,2, 90–97.
[10] Fisher, R. A. Frequency distribution of the values of the correlation coefficient in samples from an indefinitely large population.Biometrika, 1915,10, 507–521.
[11] French, J. W. The description of aptitude and achievement factors in terms of rotated factors.Psychometric Monogr. No. 5, 1951. Chicago: Univ. Chicago Press.
[12] French, J. W. The selection of standard tests for factor analysis.Amer. Psychologist, 1952,7, 297. (Abstract) · Zbl 0046.44402
[13] French, J. W. Kit of selected tests for reference aptitude and achievement factors. Princeton: Educational Testing Service, 1954.
[14] Henrysson, S. The significance of factor loadings.Brit. J. Psychol., Statist. Sect., 1950,3, 159–165.
[15] Hoel, P. G. A significance test for minimum rank in factor analysis.Psychometrika, 1939,4, 149–158. · JFM 65.0605.01
[16] Hotelling, H. The most predictable criterion.J. educ. Psychol., 1935,26, 139–142.
[17] Lawley, D. N. The estimation of factor loadings by the method of maximum likelihood.Proc. Roy. Soc. Edin., 1940,60, 64–82. · Zbl 0027.23503
[18] Lawley, D. N. Further investigations in factor estimation.Proc. Roy. Soc. Edin., 1942,61, 176–185. · Zbl 0063.03459
[19] Lawley, D. N. Problems in factor analysis.Proc. Roy. Soc. Edin., 1949,62, 394–399. · Zbl 0033.07902
[20] Lawley, D. N. Factor analysis by maximum likelihood: a correction.Brit. J. Psychol., Statist. Sect., 1950,3, 76. · Zbl 0038.09503
[21] McNemar, Q. On the sampling errors of factor loadings.Psychometrika, 1941,6, 141–152. · JFM 67.1059.05
[22] McNemar, Q. On the number of factors.Psychometrika, 1942,7, 9–18.
[23] McNemar, Q. The factors in factoring behavior.Psychometrika, 1951,16, 353–359.
[24] Rao, C. R. Estimation and tests of significance in factor analysis.Psychometrika, 1955,20, 93–111. · Zbl 0067.11902
[25] Rippe, D. D. Application of a large sampling criterion to some sampling problems in factor analysis.Psychometrika, 1953,18, 191–205. · Zbl 0053.41402
[26] Thurstone, L. L.Multiple-factor analysis. Chicago: Univ. Chicago Press, 1947. · Zbl 0029.22203
[27] Thurstone, L. L. and Thurstone, T. G. Factorial studies of intelligence.Psychometric Monogr. No. 2, 1941. Chicago: Univ. Chicago Press. · JFM 51.0415.04
[28] Wold, H. Some artificial experiments in factor analysis. In: Uppsala Symposium on Psychological Factor Analysis, 17–19, March 1953.Nordisk Psykologi’s Monograph Series No. 3. Pp. 43–64.
[29] Young, G. Maximum likelihood estimation and factor analysis.Psychometrika, 1941,6, 49–53. · JFM 67.0489.01
This reference list is based on information provided by the publisher or from digital mathematics libraries. Its items are heuristically matched to zbMATH identifiers and may contain data conversion errors. It attempts to reflect the references listed in the original paper as accurately as possible without claiming the completeness or perfect precision of the matching.