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Application of Penalized Regression Techniques in Modelling Insulin Sensitivity by Correlated Metabolic Parameters

机译:罚分回归技术在相关代谢参数胰岛素敏感性建模中的应用

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摘要

This paper aims to introduce penalized estimation techniques in clinical investigations of diabetes, as well as to assess their possible advantages and limitations. Data from a previous study was used to carry out the simulations to assess: a) which procedure results in the lowest prediction error of the final model in the setting of a large number of predictor variables with high multicollinearity (of importance if insulin sensitivity should be predicted) and b) which procedure achieves the most accurate estimate of regression coefficients in the setting of fewer predictors with small unidirectional effects and moderate correlation between explanatory variables (of importance if the specific relation between an independent variable and insulin sensitivity should be examined). Moreover a special focus is on the correct direction of estimated parameter effects, a non-negligible source of error and misinterpretation of study results. The simulations were performed for varying sample size to evaluate the performance of LASSO, Ridge as well as different algorithms for Elastic Net. These methods were also compared with automatic variable selection procedures (i.e. optimizing AIC or BIC).We were not able to identify one method achieving superior performance in all situations. However, the improved accuracy of estimated effects underlines the importance of using penalized regression techniques in our example (e.g. if a researcher aims to compare relations of several correlated parameters with insulin sensitivity). However, the decision which procedure should be used depends on the specific context of a study (accuracy versus complexity) and moreover should involve clinical prior knowledge.
机译:本文旨在在糖尿病的临床研究中引入惩罚性估计技术,并评估其可能的优势和局限性。使用来自先前研究的数据进行模拟评估:a)在设置具有高多重共线性的大量预测变量的情况下,哪种程序导致最终模型的预测误差最低(如果胰岛素敏感性应为b)在较少的预测变量的设置中,具有较小的单向效应和解释变量之间的适度相关性(如果应检查自变量与胰岛素敏感性之间的具体关系,这一点很重要),哪种方法可以最准确地估算回归系数。此外,特别关注的是估计参数效果的正确方向,不可忽略的误差来源和对研究结果的误解。针对不同的样本量执行了仿真,以评估LASSO,Ridge以及Elastic Net的不同算法的性能。这些方法还与自动变量选择程序(即优化AIC或BIC)进行了比较。我们无法确定一种在所有情况下均能实现卓越性能的方法。但是,在我们的示例中,估计效果准确性的提高突显了使用惩罚回归技术的重要性(例如,如果研究人员旨在比较几种相关参数与胰岛素敏感性之间的关系)。但是,应决定使用哪种程序取决于研究的具体情况(准确性与复杂性),而且还应涉及临床先验知识。

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