ÇARPIK DAĞILIMLARDA FAKTÖR SAYISI BELİRLEME YÖNTEMLERİNİN PERFORMANSLARININ İNCELENMESİ

Gül GÜLER, Abdullah Faruk KILIÇ
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Abstract

This research aims to evaluate the performance of dimensionality determination methods under various simulation conditions. Therefore, dimensionality determination methods were compared, including optimal parallel analysis, MAP, HULL, EGA (TMFG) estimation, EGA (glasso) estimation, and comparison data forest method. The type of distribution, sample size, number of items per factor, number of categories, and measurement model were specified as simulation conditions in the study. For each condition, 100 replications were conducted. A fully crossed simulation design was employed in the study. The results of this study, which examined the performance of factor determination methods under skewed distributions, indicated that the HULL method had the highest average considering the average accuracy values of all conditions. Meanwhile, the HULL method had the lowest RB average. However, no method demonstrated adequate performance under all conditions. This study examined one-factor and two-factor structures with interfactor correlations of 0.00 and 0.30. Considering structures with more than two factors in education and psychology, future research could focus on working with data exhibiting skewed distributions involving more factors and items to compare the performance of methods.
倾斜分布中因子数确定方法的性能
本研究旨在评估不同仿真条件下维数确定方法的性能。因此,比较了最优并行分析法、MAP法、HULL法、EGA (TMFG)估计法、EGA (glasso)估计法和比较数据林法等几种确定维数的方法。将分布类型、样本量、因子项数、类别数、计量模型作为研究的模拟条件。每种条件均重复100次。本研究采用全交叉仿真设计。本研究检验了偏态分布下因子确定方法的性能,结果表明,考虑到所有条件的平均精度值,HULL方法具有最高的平均值。同时,HULL法的RB平均值最低。然而,没有一种方法在所有条件下都表现出足够的性能。本研究对单因素和双因素结构进行了检验,因子间相关系数分别为0.00和0.30。考虑到教育和心理学中有两个以上因素的结构,未来的研究可以集中在涉及更多因素和项目的倾斜分布数据上,以比较方法的性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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