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Model averaging, missing data and multiple imputation: a case study for behavioural ecology

机译:模型平均,缺失数据和多重归因:行为生态学案例研究

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Model averaging, specifically information theoretic approaches based on Akaike’s information criterion (IT-AIC approaches), has had a major influence on statistical practices in the field of ecology and evolution. However, a neglected issue is that in common with most other model fitting approaches, IT-AIC methods are sensitive to the presence of missing observations. The commonest way of handling missing data is the complete-case analysis (the complete deletion from the dataset of cases containing any missing values). It is well-known that this results in reduced estimation precision (or reduced statistical power), biased parameter estimates; however, the implications for model selection have not been explored. Here we employ an example from behavioural ecology to illustrate how missing data can affect the conclusions drawn from model selection or based on hypothesis testing. We show how missing observations can be recovered to give accurate estimates for IT-related indices (e.g. AIC and Akaike weight) as well as parameters (and their standard errors) by utilizing ‘multiple imputation’. We use this paper to illustrate key concepts from missing data theory and as a basis for discussing available methods for handling missing data. The example is intended to serve as a practically oriented case study for behavioural ecologists deciding on how to handle missing data in their own datasets and also as a first attempt to consider the problems of conducting model selection and averaging in the presence of missing observations.
机译:模型平均,特别是基于Akaike信息准则的信息理论方法(IT-AIC方法),已对生态和进化领域的统计实践产生了重大影响。但是,一个被忽略的问题是,与大多数其他模型拟合方法一样,IT-AIC方法对缺少观测值很敏感。处理缺失数据的最常见方法是完整案例分析(从包含任何缺失值的案例数据集中完全删除)。众所周知,这会导致估计精度降低(或统计能力降低),参数估计偏差。但是,尚未探讨模型选择的含义。在这里,我们以行为生态学为例,说明缺失的数据如何影响从模型选择或假设检验得出的结论。我们展示了如何通过使用“多次归因”来恢复丢失的观测值,以准确估计与IT相关的指标(例如AIC和Akaike权重)以及参数(及其标准误差)。我们使用本文来说明缺失数据理论中的关键概念,并作为讨论处理缺失数据的可用方法的基础。该示例旨在作为行为生态学家的实践案例研究,他们决定如何处理其自己的数据集中的缺失数据,也首次尝试考虑在存在缺失观测值的情况下进行模型选择和平均的问题。

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