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A Matrix Formulation of Kaiser's Varimax Criterion

PsychometrikaPublished 1 December 1966
Richard J. Sherin
Citations33
SJR quartileQ1
SJR score1.90
SNIP2.06

TL;DR

The varimax criterion for the solution of the rotation problem in factor analysis is given as a matrix equation involving only the unknown orthogonal rotation matrix and can be solved iteratively as a sequence of symmetric eigenproblems.

Abstract

Kaiser has given the varimax criterion for the solution of the rotation problem in factor analysis as well as a practical computational procedure for maximizing this criterion. In the present paper, the maximization condition is shown as a matrix equation involving only the unknown orthogonal rotation matrix. This matrix equation can be solved iteratively as a sequence of symmetric eigenproblems.

Keywords

Computer Science