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On the Equivalence of Two Oblique Congruence Rotation Methods, and Orthogonal Approximations
Published online by Cambridge University Press: 01 January 2025
Abstract
Tucker's method of oblique congruence rotation is shown to be equivalent to a procedure by Meredith. This implies that Monte Carlo studies on congruence by Nesselroade, Baltes and Labouvie and by Korth and Tucker are highly comparable. The problem of rotating two matrices orthogonally to maximal congruence has not yet been solved. An approximate solution to this problem can be derived from Tucker's method. Even better results can be obtained from a Procrustes rotation followed by rotation to simple structure.
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- Copyright © 1979 The Psychometric Society
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