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Multi-Panel Kendall plot in light of an ROC curve analysis applied to measuring dependence

机译:根据适用于测量依赖的ROC曲线分析,多面板KENDALL图

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The Kendall plot (-plot) is a plot measuring dependence between the components of a bivariate random variable. The -plot graphs the Kendall distribution function against the distribution function of VU, where V and U are independent uniform random variables. We associate -plots with the receiver operating characteristic () curve, a well-accepted graphical tool in biostatistics for evaluating the ability of a biomarker to discriminate between two populations. The most commonly used global index of diagnostic accuracy of biomarkers is the area under the curve (). In parallel with the , we propose a novel strategy to measure association between random variables from a continuous bivariate distribution. First, we discuss why the area under the conventional Kendall curve () cannot be used as an index of dependence. We then suggest a simple and meaningful extension of the definition of the -plots, and define an index of dependence that is based on . This measure characterizes a wide range of two-variable relationships, thereby completely detecting the underlying dependence structure. Properties of the proposed index satisfy the mathematical definition of a measure. Finally, simulations and real data examples illustrate the applicability of the proposed method.
机译:KENDALL绘图(-PLOT)是一组测量依赖于双变量随机变量的组件之间的依赖性。 -plot图表对VU的分布函数的KENDALL分布函数,其中V和U是独立均匀的随机变量。我们将-CLOTS与接收器操作特征()曲线相关联,这是一种良好的稳健的图形工具,用于评估生物标志物区分两个人群的能力。生物标志物的最常用的全球诊断准确性指标是曲线下的区域。与此同时,我们提出了一种新的策略来测量随机变量与连续的双变量分布之间的关联。首先,我们讨论为什么传统KENDALL曲线()下的区域不能用作依赖的索引。然后,我们建议对-PLOT的定义进行简单而有意义的扩展,并定义基于的依赖性索引。该措施表征了广泛的两个可变关系,从而完全检测到潜在的依赖结构。所提出的指数的属性满足了措施的数学定义。最后,仿真和实际数据示例说明了所提出的方法的适用性。

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