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AI 根据所提供的论文材料归类:摘要研究随机试验的亚组治疗效应及其异质性在跨研究汇总中的估计问题。

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正在核对关联版本…

代码、数据与补充材料

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关注这篇论文的作者
Renato Panaro
Christian Röver
Tim Friede

元分析中研究内与跨研究的亚组比较

研究问题
随机试验之间的亚组构成不均衡,如何导致亚组治疗效应与交互效应的汇总不一致,并混淆试验内和跨试验证据?
方法与思路
作者在随机效应元分析中研究不同估计量,提出跨分析使用相同权重的 SWADA 方法,并结合解析、模拟和治疗试验实例。
材料陈述的贡献
摘要称统一权重可解决构成不均衡引起的不一致,降低偏差并改善覆盖率,同时报告推荐方案的可折叠性与交互效应 BLUE 性质。
阅读关注点
应核对试验内与跨试验信息的分解、统一权重的定义,以及覆盖率、可折叠性和 BLUE 结论各自需要的条件。
阅读边界
这是 arXiv 预印本,同行评审与期刊接收未核实;摘要未列出完整权重公式与适用条件,作者推荐不能视为无条件保证。

原文摘要

Subgroup-specific meta-analysis synthesizes treatment effects for patient subgroups across randomized trials. Methods include joint or separate modeling of subgroup effects and treatment-by-subgroup interactions, but inconsistencies arise when subgroup prevalence differs between studies (e.g., proportion of non-smokers). A key distinction is between study-generated evidence within trials and synthesis-generated evidence obtained by contrasting results across trials. This distinction matters for identifying which subgroups benefit or are harmed most. Failing to separate these evidence types can bias estimates and obscure true subgroup-specific effects, leading to misleading conclusions about relative efficacy. Standard approaches often suffer from such inconsistencies, motivating alternatives. We investigate standard and novel estimators of subgroup and interaction effects in random-effects meta-analysis and study their properties. We show that using the same weights across different analyses (SWADA) resolves inconsistencies from unbalanced subgroup distributions and improves subgroup and interaction estimates. Analytical and simulation studies demonstrate that SWADA reduces bias and improves coverage, especially under pronounced imbalance. To illustrate, we revisit recent meta-analyses of randomized trials of COVID-19 therapies. Beyond COVID-19, the findings outline a general strategy for correcting compositional bias in evidence synthesis, with implications for decision-making and statistical modeling. We recommend the Interaction RE-weights SWADA as a practical default when aggregation bias is plausible: it ensures collapsibility, maintains nominal coverage with modest width penalty, and yields BLUE properties for the interaction.

笔记与分组
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