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睡眠者效应:人为现象还是真实现象——对贝尔等人(2013年)研究的简要评论

The sleeper effect: Artifact or phenomenon-A brief comment on Bell et al. (2013).

作者信息

Flückiger Christoph, Del Re A C, Wampold Bruce E

机构信息

Department of Psychology.

Veterans Affairs Palo Alto Health Care System.

出版信息

J Consult Clin Psychol. 2015 Apr;83(2):438-42; discussion 443-4. doi: 10.1037/a0037220.

Abstract

OBJECTIVE

Bell, Marcus, and Goodlad (2013) recently conducted a meta-analysis of randomized controlled additive trials and found that adding an additional component to an existing treatment vis-à-vis the existing treatment produced larger effect sizes on targeted outcomes at 6-months follow-up than at termination, an effect they labeled as a sleeper effect. One of the limitations with Bell et al.'s detection of the sleeper effect was that they did not conduct a statistical test of the size of the effect at follow-up versus termination.

METHOD

To statistically test if the differences of effect sizes between the additive conditions and the control conditions at follow-up differed from those at termination, we used a restricted maximum-likelihood random-effect model with known variances to conduct a multilevel longitudinal meta-analysis (k = 30).

RESULTS

Although the small effects at termination detected by Bell et al. were replicated (ds = 0.17-0.23), none of the analyses of growth from termination to follow-up produced statistically significant effects (ds < 0.08; p > .20), and when asymmetry was considered using trim-and-fill procedure or the studies after 2000 were analyzed, magnitude of the sleeper effect was negligible (d = 0.00).

CONCLUSION

There is no empirical evidence to support the sleeper effect. (PsycINFO Database Record

摘要

目的

贝尔、马库斯和古德拉德(2013年)最近对随机对照加法试验进行了一项荟萃分析,发现相对于现有治疗方法,在现有治疗基础上增加一个额外成分,在6个月随访时对目标结果产生的效应量大于治疗结束时,他们将这种效应称为潜伏效应。贝尔等人对潜伏效应的检测存在的一个局限性是,他们没有对随访时与治疗结束时效应量的大小进行统计检验。

方法

为了从统计学上检验加法条件与对照条件在随访时的效应量差异是否与治疗结束时不同,我们使用了具有已知方差的限制最大似然随机效应模型进行多层次纵向荟萃分析(k = 30)。

结果

虽然贝尔等人在治疗结束时检测到的小效应得到了重复验证(d值 = 0.17 - 0.23),但从治疗结束到随访的增长分析均未产生统计学上的显著效应(d值 < 0.08;p > 0.20),并且当使用修剪和填充程序考虑不对称性或分析2000年后的研究时,潜伏效应的大小可以忽略不计(d = 0.00)。

结论

没有实证证据支持潜伏效应。(《心理学文摘数据库记录》 )

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