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The Technique of Path Coefficients

Published online by Cambridge University Press:  01 January 2025

Max D. Engelhart
Max D. Engelhart*
Affiliation:
The Chicago City Junior Colleges
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Abstract

A derivation of equations fundamental to the technique of path coefficients is given. Suggestions are made with respect to the calculations required in the use of the technique. The relations of the technique to those of partial correlation, semi-partial correlation, part correlation, multiple correlation, and factor analysis are discussed. Some consideration is given to the merits and limitations of the technique of path coefficients.

Type
Original Paper
Information
Psychometrika , Volume 1 , Issue 4 , December 1936 , pp. 287 - 293
Copyright
Copyright © 1936 The Psychometric Society

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Footnotes

†

All variables are taken as measured from their respective means as origins.

References

Burks, B. S.On the Inadequacy of the Partial and Multiple Correlation Technique. Journal of Educational Psychology, 1926, 17, 532–540.CrossRefGoogle Scholar
Burks, B. S.The Relative Influence of Nature and Nurture upon Mental Development; A Comparative Study of Foster Parent-Foster Child Resemblance and True Parent-True Child Resemblance. Twenty-Seventh Yearbook of the National Society for the Study of Education, Part 1. Bloomington, Illinois: Public School Publishing Company. 1928, 299–301.Google Scholar
Dunlap, J. W.and Cureton, E. E.On the Analysis of Causation. Journal of Educational Psychology, 1930, 21, 673–675.CrossRefGoogle Scholar
Engelhart, M. D.The Relative Contributions of Certain Factors to Individual Differences in Arithmetical Problem-Solving Ability. Journal of Experimental Education, 1932, 1, 19–27.CrossRefGoogle Scholar
Griffin, H. D.Simplified Schemas for Multiple Linear Correlation. Journal of Experimental Education, 1933, 1, 239–254.CrossRefGoogle Scholar
Heilman, J. D.Factors Determining Achievement and Grade Location. Journal of Genetic Psychology, 1929, 36, 435–456.Google Scholar
Monroe, W. S.and Stuit, D. B.Correlation Analysis as a Means of Studying Contributions of Causes. Journal of Experimental Education, 1935, 3, 155–165.Google Scholar
Roff, Merril.Some Properties of the Communality in Multiple Factor Theory. Psychometrika, 1936, 1, 1–6.CrossRefGoogle Scholar
Wright, Sewal.Correlation and Causation. Journal of Agricultural Research, 1921, 20, 557–585.Google Scholar