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Some multivariate goodness-of-fit tests based ., on data depth

机译:一些基于数据深度的多元拟合优度检验

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摘要

Based on data depth, three types of nonparametric goodness-of-fit tests for multivariate distribution are proposed in this paper. They are Pearson's chi-square test, tests based on EDF and tests based on spacings, respectively. The Anderson-Darling (AD) test and the Greenwood test for bivariate normal distribution and uniform distribution are simulated. The results of simulation show that these two tests have low type I error rates and become more efficient with the increase in sample size. The AD-type test performs more powerfully than the Greenwood type test.
机译:基于数据深度,本文提出了三种类型的多元分布非参数拟合优度检验。它们分别是Pearson的卡方检验,基于EDF的检验和基于间距的检验。模拟了二元正态分布和均匀分布的Anderson-Darling(AD)检验和Greenwood检验。仿真结果表明,这两个测试的I型错误率均较低,并且随着样本量的增加而变得更加有效。 AD型测试的性能比Greenwood型测试更强大。

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