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Modeling and simulation study of the stoichiometric niche space and niche overlap based on the copula method

机译:基于Copula方法的化学计量利基空间和利基重叠的建模与仿真研究

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To qualify niche space and niche overlap, the current methods are based on a strict assumption of the normal distribution and restrict dependence to the linear structure between resource axes. In this study, we propose a new method for measuring the stoichiometric niche space and niche overlap based on copula theory. Our method does not require the resource axes to obey the multivariate normal distribution and only assumes that each dimension of resource availability follows a one-dimensional normal distribution. Based on the dependence structure presented by the three resource axes, an appropriate copula is selected to couple the normal assumptions and thus determine a joint distribution that fits the carbon, nitrogen and phosphorus concentration data. Additional simulation studies were conducted to calculate niche space and niche overlap. We applied our method to qualify the stoichiometric niche space and niche overlap between seven grassland plants in Inner Mongolia, North China. Our results demonstrate that, except for a positive correlation, symmetrical tail correlations existed between nitrogen and phosphorus concentrations, which had a significant influence on the shape of the niche space. The new method presented in our work extends types of joint distribution fitting resource axes from a multivariate normal distribution to an arbitrary joint distribution determined by copulas and normal margins, and it has the advantage of describing the complex dependence between resource axes.
机译:为了限定利基空间和利基重叠,目前的方法是基于正常分布的严格假设,并限制资源轴之间的线性结构的依赖性。在这项研究中,我们提出了一种基于Copula理论测量化学计量的利基空间和利基重叠的新方法。我们的方法不需要资源轴来遵守多元正常分布,并且仅假定资源可用性的每个维度遵循一维正态分布。基于三个资源轴呈现的依赖性结构,选择合适的豆类以将正常假设耦合,从而确定适合碳,氮和磷浓度数据的关节分布。进行了额外的模拟研究以计算利基空间和利基重叠。我们应用了我们在华北内蒙古七种草地植物之间的化学计量的利基空间和利基重叠的方法。我们的结果表明,除了阳性相关性外,氮和磷浓度之间存在对称尾部相关性,这对利基空间的形状产生了显着影响。在我们的工作中呈现的新方法将与多元正常分布的联合分配拟合资源轴的类型扩展到由Copulas和普通边缘确定的任意关节分布,并且它具有描述资源轴之间复杂依赖性的优点。

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