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首页> 外文期刊>Structural equation modeling >How Well Does Growth Mixture Modeling Identify Heterogeneous Growth Trajectories? A Simulation Study Examining GMM's Performance Characteristics
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How Well Does Growth Mixture Modeling Identify Heterogeneous Growth Trajectories? A Simulation Study Examining GMM's Performance Characteristics

机译:生长混合物建模如何很好地识别异质增长轨迹?模拟研究GMM的性能特征

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Growth mixture modeling (GMM) has become a more popular statistical method for modeling population heterogeneity in longitudinal data, but the performance characteristics of GMM enumeration indexes in correctly identifying heterogeneous growth trajectories are largely unknown. Few empirical studies have addressed this issue. This study considered both homogeneous (a k = 1 growth trajectory) and heterogeneous (k = 3 different but unobserved growth trajectories) situations, and examined the performance of GMM in correctly identifying the latent trajectories in sample data. Four design conditions were manipulated: (a) sample size, (b) latent trajectory class proportions, (c) shapes of latent growth trajectories, and (d) degree of separation among latent growth trajectories. The findings suggest that, for k = 1 condition (1 homogenous growth trajectory), GMM's performance is reasonable in correctly identifying 1 latent growth trajectory (cf. Type I error control). However, for the k = 3 conditions (3 heterogeneous latent growth trajectories), GMM's general performance is very questionable (cf. Type II error). Different enumeration indexes varied considerably in their respective performances. Comparing the current results with previous GMM studies, the limitations of this study and future GMM enumeration research avenues are all discussed.
机译:生长混合模型(GMM)已成为在纵向数据中建模种群异质性的一种更为流行的统计方法,但是在很大程度上无法正确识别异质生长轨迹的GMM枚举指标的性能特征。很少有经验研究解决此问题。这项研究同时考虑了均匀(k = 1的增长轨迹)和异构(k = 3不同但未观察到的增长轨迹)情况,并研究了GMM在正确识别样本数据中潜在轨迹方面的性能。操纵了四个设计条件:(a)样本大小,(b)潜在轨迹类别比例,(c)潜在增长轨迹的形状,以及(d)潜在增长轨迹之间的分离度。研究结果表明,对于k = 1的条件(1个均匀的生长轨迹),GMM的性能在正确识别1个潜在的生长轨迹方面是合理的(参见I类错误控制)。但是,对于k = 3的条件(3种不同的潜伏增长轨迹),GMM的总体性能非常可疑(参见II型错误)。不同的枚举指标在各自的性能上差异很大。将当前结果与以前的GMM研究进行比较,讨论了本研究的局限性和未来GMM枚举研究的途径。

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