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A method for assigning species into groups based on generalized Mahalanobis distance between habitat model coefficients

机译:基于生境模型系数之间的广义马氏距离的物种分配方法

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Habitat association models are commonly developed for individual animal species using generalized linear modeling methods such as logistic regression. We considered the issue of grouping species based on their habitat use so that management decisions can be based on sets of species rather than individual species. This research was motivated by a study of western landbirds in northern Idaho forests. The method we examined was to separately fit models to each species and to use a generalized Mahalanobis distance between coefficient vectors to create a distance matrix among species. Clustering methods were used to group species from the distance matrix, and multidimensional scaling methods were used to visualize the relations among species groups. Methods were also discussed for evaluating the sensitivity of the conclusions because of outliers or influential data points. We illustrate these methods with data from the landbird study conducted in northern Idaho. Simulation results are presented to compare the success of this method to alternative methods using Euclidean distance between coefficient vectors and to methods that do not use habitat association models. These simulations demonstrate that our Mahalanobis-distance-based method was nearly always better than Euclidean-distance-based methods or methods not based on habitat association models. The methods used to develop candidate species groups are easily explained to other scientists and resource managers since they mainly rely on classical multivariate statistical methods.
机译:通常使用广义线性建模方法(例如逻辑回归)为单个动物物种开发栖息地关联模型。我们考虑了基于栖息地使用对物种进行分组的问题,以便管理决策可以基于物种集而不是单个物种。这项研究的动机是对爱达荷州北部森林中的西方陆鸟进行的研究。我们研究的方法是分别使模型适合每个物种,并使用系数向量之间的广义Mahalanobis距离创建物种之间的距离矩阵。聚类方法用于根据距离矩阵对物种进行分组,多维缩放方法用于可视化物种组之间的关系。由于离群值或有影响力的数据点,还讨论了评估结论敏感性的方法。我们用爱达荷州北部进行的陆鸟研究数据说明了这些方法。给出了仿真结果,以比较该方法的成功与使用系数向量之间的欧几里得距离的替代方法以及不使用栖息地关联模型的方法的成功。这些模拟表明,基于马氏距离的方法几乎总是优于基于欧氏距离的方法或不基于栖息地关联模型的方法。用于开发候选物种组的方法很容易向其他科学家和资源管理者解释,因为它们主要依靠经典的多元统计方法。

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