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Cascade multivariate regression tree: a novelapproach for modelling nested explanatory sets

机译:级联多元回归树:一种用于嵌套解释集建模的新方法

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1. Ecological data analysis frequently calls for the assessment of the relationship between species composition and a set of explanatory variables of interest. The assessment may have to be pursued while taking into account the influence of another set of explanatory variables. The hypothetical nature and structure of the influence of an explanatory set on the effect of a distinct explanatory set guides the proper choice of modelling methodology for a combined explanatory assessment. 2. Here, we describe a framework where the relationship between the response data and a main set of explanatory variables is not linear. It may, for example, take the form of abrupt changes in the response following thresholds of the explanatory variables, or any othernonlinearizable relationship. The influence of a second set of explanatory variables is determined a posteriori, after the influence of the main explanatory set has been taken into account. This is useful when one of the sets is thought to have an effectthat varies as a function of the other. 3. To achieve this type of assessment, we propose a cascade of multivariate regression trees (CMRT). We decompose the total dispersion of a response matrix between two explanatory data sets in a nested manner. Byhandling each leaf (group) resulting from the first-level multivariate regression tree (MRT) analysis as separate independent data sets in following analyses, we can separate the explanatory power of the first partition from those of the subordinate partitions computed using a second explanatory set. A preliminary biological hypothesis will guide the choice of which set of explanatory variables should be used to compute the main partition. The method could be extended to more than two explanatory data sets whose effects on the response data are hierarchical. 4. Cascade of multivariate regression trees allows the users to impose a nested structure to their causal hypotheses in MRT analysis. To illustrate this new procedure, we use the well-known and readily available Doubs fish and oribatid mite data sets and provide the necessary R functions in a package available on CRAN (http://cran.r-project.org).
机译:1.生态数据分析经常要求评估物种组成与一组感兴趣的解释变量之间的关系。可能必须在考虑另一组解释变量的影响的情况下进行评估。解释集对不同的解释集的影响的假设性质和结构指导了组合解释评估的建模方法的正确选择。 2.在这里,我们描述了一个框架,其中响应数据和主要解释变量之间的关系不是线性的。例如,它可以采取响应方式随解释变量阈值或任何其他非线性关系的突然变化的形式。在考虑了主要解释集的影响之后,确定了第二组解释变量的影响。当认为其中一组的效果随另一组而变化时,此功能很有用。 3.为了实现这种类型的评估,我们提出了级联的多元回归树(CMRT)。我们以嵌套的方式分解了两个说明性数据集之间响应矩阵的总离散度。在下面的分析中,通过将一级多元回归树(MRT)分析得出的每个叶子(组)作为单独的独立数据集进行处理,我们可以将第一分区的解释能力与使用第二解释集计算的从属分区的解释能力分开。初步的生物学假设将指导应选择哪种解释变量集来计算主分区。该方法可以扩展到两个以上的解释性数据集,它们对响应数据的影响是分层的。 4.多元回归树的级联允许用户在MRT分析中为其因果假设施加嵌套结构。为了说明此新程序,我们使用了众所周知的,容易获得的Doubs鱼和oribatid螨数据集,并在CRAN(http://cran.r-project.org)上的软件包中提供了必要的R函数。

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