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Methods for combining cohort data set having different variables for pooled-analysis

机译:合并具有不同变量的同类群组数据进行汇总分析的方法

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BACKGROUND : When we conduct pooled-analysis from different cohort data, we often face data set having different variables. In addition, the system of collecting cohort data may different among studies. Therefore, we need to find how to reduce bias taking advantage of statistical and mathematical methods. Further, we will discuss the way to set the thresholds of effects in cohort study. METHODS : We used cohort data of infants from BICCA(Birth cohort consortium of Asia) which develops a core set of exposure and outcome measures. Since the cohort data have various variables, we used multivariate analysis. We also used randomized sampling methods and Monte-Carlo Variance Reduction Principle for proof. RESULTS : When extracting from original data set using SRSWR(Simple Random Sampling With Reputation) with stratified method, we found Monte-Carlo Principal was applicable. The 1st stratum was center and 2nd stratum was inspector. We found that variance was reduced, which means bias was reduced. Also, when we compared 3 countries with final regression model, converting each variable for normalization fit better than just setting original variable. For instance, to compare Infant's neurodevelopment, there is different estimator among 3 countries. When we normalized similar category of Taipei's and Japan's to Korea's Bayley, we got better fitting.(Variance reduced almost to 1/4) CONCLUSION : We obtained more reliable result using new variables when combining data of different cohort studies. Also, by normalization, we can combine, similar but not exactly same estimator. In this manner, countries which couldn't do this cohort study because of the expansive cost of neurodevelopment, can now do it, giving possibility that international cohort study will be opened. For this reason, I also submit it to the Symposium.
机译:背景:当我们从不同的队列数据进行汇总分析时,我们经常会遇到具有不同变量的数据集。此外,不同研究之间的同类群组数据收集系统可能有所不同。因此,我们需要找到如何利用统计和数学方法来减少偏差。此外,我们将讨论在队列研究中设置效应阈值的方法。方法:我们使用了来自BICCA(亚洲出生队列联盟)的婴儿队列数据,该数据建立了一套核心的暴露和结局指标。由于队列数据具有各种变量,因此我们使用了多元分析。我们还使用了随机抽样方法和蒙特卡洛方差降低原理作为证明。结果:当使用分层方法从SRSWR(具有声誉的简单随机抽样)中提取原始数据集时,我们发现Monte-Carlo Principal是适用的。第一层为中心,第二层为检查员。我们发现方差减小了,这意味着偏差减小了。同样,当我们将3个国家/地区与最终回归模型进行比较时,将每个变量转换为归一化比仅设置原始变量更好。例如,为了比较婴儿的神经发育,三个国家之间存在不同的估计量。当我们将台北和日本的相似类别归一化为韩国的Bayley时,我们得到了更好的拟合。(方差降低至1/4)结论:当结合不同队列研究的数据时,我们使用新变量获得了更可靠的结果。同样,通过归一化,我们可以合并相似但不完全相同的估计量。这样,由于神经发育成本高昂而无法进行这项队列研究的国家现在可以进行这项研究,从而有可能开启国际队列研究。因此,我也将其提交给研讨会。

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