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首页> 外文期刊>Ecology: A Publication of the Ecological Society of America >Methods to quantify variable importance: implications for the analysis of noisy ecological data
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Methods to quantify variable importance: implications for the analysis of noisy ecological data

机译:量化重要性重要性的方法:对嘈杂生态数据分析的启示

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Determining the importance of independent variables is of practical relevance to ecologists and managers concerned with allocating limited resources to the management of natural systems. Although techniques that identify explanatory variables having the largest influence on the response variable are needed to design management actions effectively, the use of various indices to evaluate variable importance is poorly understood. Using Monte Carlo simulations, we compared six different indices commonly used to evaluate variable importance; zero-order correlations, partial correlations, semipartial correlations, standardized regression coefficients, Akaike weights, and independent effects. We simulated four scenarios to evaluate the indices under progressively more complex circumstances that included correlation between explanatory variables, as well as a spurious variable that was correlated with other explanatory variables, but not with the dependent variable. No index performed perfectly under all circumstances, but partial correlations and Akaike weights performed poorly in all cases. Zero-order correlations was the only measure that detected the presence of a spurious variable, whereas only independent effects assigned overlap areas correctly once the spurious variable was removed. We therefore recommend using zero-order correlations to eliminate predictor variables with correlations near zero, followed by the use of independent effects to assign overlap areas and rank variable importance.
机译:确定自变量的重要性对于关心将有限资源分配给自然系统管理的生态学家和管理者具有实际意义。尽管有效地设计管理措施需要使用确定对响应变量有最大影响的解释变量的技术,但人们对使用各种指标评估变量重要性的了解却很少。使用蒙特卡洛模拟,我们比较了通常用于评估变量重要性的六个不同的指标。零阶相关,偏相关,半偏相关,标准化回归系数,Akaike权重和独立效应。我们模拟了四种情况,以在越来越复杂的情况下评估指标,包括解释变量之间的相关性以及与其他解释变量相关但与因变量无关的伪变量。在所有情况下,没有一个指标能完美地表现出来,但是在所有情况下,偏相关和Akaike权重都表现不佳。零阶相关是检测到伪变量存在的唯一度量,而一旦除去伪变量,只有独立效应正确分配了重叠区域。因此,我们建议使用零阶相关来消除相关性接近于零的预测变量,然后使用独立效应来分配重叠区域并为变量重要性排序。

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