@article{oai:kansai-u.repo.nii.ac.jp:00011883,
 author = {青木, 貴寛 and 清水, 和秋},
 journal = {関西大学心理学研究},
 month = {Jan},
 note = {Most of the analytical methods of factor rotation have been developed to achieve the simple structure of multiple factors. Rotation methods for the bi-factor structure constructed of a general factor and group factors have also been proposed. Monte Carlo experiments are performed to study of the behavior of factor rotation methods for recovering of the bi-factor structure. The condition of this study is the rotation method (Varimax, Promax, Bi-factor, Biquartimin, and Quartimin). Three types of factor correlations are also examined as the part of population models. Biquartimin method reveals better recovering of the bi-factor structure among above analytic rotation methods. The implications of these findings relating the factor structure and factor rotation are discussed.},
 pages = {13--22},
 title = {Bi-factor構造への解析的回転 －モンテカルロ法による比較－},
 volume = {6},
 year = {2015}
}