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Exploratory regression analysis: A tool for selecting models and determining predictor importance

机译:探索性回归分析:选择模型和确定预测变量重要性的工具

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Linear regression analysis is one of the most important tools in a researcher’s toolbox for creating and testing predictive models. Although linear regression analysis indicates how strongly a set of predictor variables, taken together, will predict a relevant criterion (i.e., the multiple R), the analysis cannot indicate which predictors are the most important. Although there is no definitive or unambiguous method for establishing predictor variable importance, there are several accepted methods. This article reviews those methods for establishing predictor importance and provides a program (in Excel) for implementing them (available for direct download at http://dl.dropbox.com/u/2480715/ERA.xlsm?dl=1). The program investigates all 2 p – 1 submodels and produces several indices of predictor importance. This exploratory approach to linear regression, similar to other exploratory data analysis techniques, has the potential to yield both theoretical and practical benefits.
机译:线性回归分析是研究人员用于创建和测试预测模型的工具箱中最重要的工具之一。尽管线性回归分析表明一组预测变量的合计将预测相关标准的强度(即R的倍数),但该分析无法表明哪些预测变量最重要。尽管没有确定或明确的方法来建立预测变量的重要性,但是有几种公认的方法。本文介绍了那些用于建立预测变量重要性的方法,并提供了一个用于实现预测变量重要性的程序(在Excel中)(可从http://dl.dropbox.com/u/2480715/ERA.xlsm?dl=1直接下载)。该程序将调查所有2 p – 1个子模型,并生成几个预测变量重要性的指标。与其他探索性数据分析技术类似,这种线性回归的探索性方法具有产生理论和实践收益的潜力。

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