Overall J E
University of Texas Health Science Center, USA.
J Clin Psychol. 1996 May;52(3):243-52. doi: 10.1002/(SICI)1097-4679(199605)52:3<243::AID-JCLP1>3.0.CO;2-T.
Simulated data for a two-group repeated measurements design were generated with different numbers of equally-spaced measurements interposed between baseline and the end of the study. A standard repeated measurements ANOVA for a split-pilot design was used to test the significance of the between-groups main effect, the Geisser-Greenhouse corrected groups x times interaction, and the difference in linear trends across time. The analyses were repeated with and without baseline measurements entered as a covariate in the model. Monte Carlo results confirmed that increasing the number of repeated measurements across a fixed treatment period generally had negative or neutral implications for power of the tests of significance in the presence of serial dependencies that produced heterogeneous correlations among the repeated measurements.
针对两组重复测量设计生成了模拟数据,在基线和研究结束之间插入了不同数量的等间距测量。采用用于分割先导设计的标准重复测量方差分析来检验组间主效应、盖泽尔 - 格林豪斯校正后的组×时间交互作用以及跨时间线性趋势的差异。在模型中纳入和不纳入基线测量作为协变量的情况下重复进行分析。蒙特卡罗结果证实,在固定治疗期内增加重复测量的次数,对于存在序列依赖性(导致重复测量之间产生异质性相关性)时显著性检验的效能通常具有负面或中性影响。