AN OBLIQUE FACTOR SOLUTION SIMULATING GRAPHICAL PROCEDURE

SUKEYORI SHIBA

doi:10.4992/psycholres1954.14.176

SUKEYORI SHIBA

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JOURNAL FREE ACCESS

1972 Volume 14 Issue 4 Pages 176-180

DOI https://doi.org/10.4992/psycholres1954.14.176

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Published: 1972 Received: December 04, 1972 Available on J-STAGE: February 24, 2009 Accepted: - Advance online publication: - Revised: -
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Date of correction: February 24, 2009 Reason for correction: - Correction: AFFILIATION Details: Wrong :
1) Department of educational Psychology, University of Tokyo

Right :
1) Department of Educational Psychology, University of Tokyo

Date of correction: February 24, 2009 Reason for correction: - Correction: CITATION Details: Wrong : HARMAN, H. H. 1960 Modern factor analysis. Univ, of Chicago Press.
HARMAN, H. H. 1967 Modern factor analysis (2nd ed.) Univ. of Chicago Press.
HARRIS, C. W., & KAISER, H. F. 1964 Oblique factor analytic solutions by orthogonal transformations. Psychometrika, 29, 347-362.
JENNRICH, R. I., & SAMPSON, P. F. 1966 Rotation for simple loadings. Psychometrika, 31, 313-323.
KASHIWAGI, S. 1964 Anew oblique transformation method in multiple-factor analysis. Jap. psychol Res., 6, 125-128.
KASHIWACI, S. 1965 Geometric vector orthogonal rotation method in multiplefactor analysis, Psychometrika, 30, 515-530.
SHIBA, S. 1972 Factor analysis. Univ. of Tokyo Press (in Japanese).
SHIBA, S. 1973 Revised geomax method. Jap. J. educ. Psychol., 21, 53-54.
THURSTONE, L. L. 1947 Multiple factor analysis. Univ. of Chicago Press.

Right : HARMAN, H. H. 1960 Modern factor analysis. Univ. of Chicago Press.
HARMAN, H. H. 1967 Modern factor analysis (2nd ed.) Univ. of Chicago Press.
HARRIS, C. W., & KAISER, H. F. 1964 Oblique factor analytic solutions by orthogonal transformations. Psycho.netrika, 29, 347-362.
JENNRICH, R. I., & SAMPSON, P. F. 1966 Rotation for simple loadings. Psychometrika, 31, 313-323.
KASHIWAGI, S. 1964 A new oblique transformation method in multiple-factor analysis. Jap. psychol Res., 6, 125-128.
KASHIWAGI, S. 1965 Geometric vector orthogonal rotation method in multiple-factor analysis, Psychometrika, 30, 515-530.
SHIBA, S. 1972 Factor analysis. Univ. of Tokyo Press (in Japanese).
SHIBA, S. 1973 Revised geomax method. Jap. J. educ. Psychol., 21, 53-54.
THURSTONE, L. L. 1947 Multiple factor analysis. Univ. of Chicago Press.

Date of correction: February 24, 2009 Reason for correction: - Correction: PDF FILE Details: -

Date of correction: February 24, 2009 Reason for correction: - Correction: AFFILIATION Details: Wrong :
1) Department of Educational Psychology, University of Tokyo

Right :
1) Department of educational Psychology, University of Tokyo

Date of correction: February 24, 2009 Reason for correction: - Correction: CITATION Details: Wrong : HARMAN, H. H. 1960 Modern factor analysis. Univ. of Chicago Press.
HARMAN, H. H. 1967 Modern factor analysis (2nd ed.) Univ. of Chicago Press.
HARRIS, C. W., & KAISER, H. F. 1964 Oblique factor analytic solutions by orthogonal transformations. Psycho.netrika, 29, 347-362.
JENNRICH, R. I., & SAMPSON, P. F. 1966 Rotation for simple loadings. Psychometrika, 31, 313-323.
KASHIWAGI, S. 1964 A new oblique transformation method in multiple-factor analysis. Jap. psychol Res., 6, 125-128.
KASHIWAGI, S. 1965 Geometric vector orthogonal rotation method in multiple-factor analysis, Psychometrika, 30, 515-530.
SHIBA, S. 1972 Factor analysis. Univ. of Tokyo Press (in Japanese).
SHIBA, S. 1973 Revised geomax method. Jap. J. educ. Psychol., 21, 53-54.
THURSTONE, L. L. 1947 Multiple factor analysis. Univ. of Chicago Press.

Right : HARMAN, H. H. 1960 Modern factor analysis. Univ. of Chicago Press.
HARMAN, H. H. 1967 Modern factor analysis (2nd ed.) Univ. of Chicago Press.
HARRIS, C. W., & KAISER, H. F. 1964 Oblique factor analytic solutions by orthogonal transformations. Psychometrika, 29, 347-362.
JENNRICH, R. I., & SAMPSON, P. F. 1966 Rotation for simple loadings. Psychometrika, 31, 313-323.
KASHIWAGI, S. 1964 A new oblique transformation method in multiple-factor analysis. Jap. psychol Res., 6, 125-128.
KASHIWAGI, S. 1965 Geometric vector orthogonal rotation method in multiple-factor analysis, Psychometrika, 30, 515-530.
SHIBA, S. 1972 Factor analysis. Univ. of Tokyo Press (in Japanese).
SHIBA, S. 1973 Revised geomax method. Jap. J. educ. Psychol., 21, 53-54.
THURSTONE, L. L. 1947 Multiple factor analysis. Univ. of Chicago Press.

Abstract

An oblique method of factor rotation which simulates the graphical procedure of rotation is proposed. This is essentially the application of the orthogonal geomax method (the geometric vector method) to the oblique model. An algorithm to implement the single-plane, iterative rotation is derived and its feasibility is demonstrated using Thurstone's Box Problem and the Twenty-Four Psychological Tests Problem.

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