THE LEVELING MOMENT FUNCTIONS AND THE ORTHOGONAL FACTOR ROTATION

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概要

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• Based on the concept of level contributions of factors, the possibility which the orthogonal factor rotation may be defined in terms of statistic moment is studied.<BR>First of all, by using the principle of single plane rotation, the leveling functions of the <I>k</I>-th order moments about the origin and the mean are discussed and some manageable formulas for the rotational angles are introduced.<BR>Secondly, the relations between the leveling moment functions and the conventional maximizing moment functions are discussed.<BR>Thirdly, we suggest a new possible criterion, VARILEVEL, when the notion that factor loadings should be squared is justifiable.<BR>Finally, the experiments of Harman's data are presented.

• 公益社団法人 日本心理学会の論文

著者

• KASHIWAGI SHIGEO

  Japan National Railroads

関連論文

• A NEW OBJECTIVE PROCEDURE FOR THE ORTHOGONAL ROTATION IN FACTOR ANALYSIS (2)
• THE LEVELING MOMENT FUNCTIONS AND THE ORTHOGONAL FACTOR ROTATION

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