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A Note on Determining the p-Value of Bartlett's Test of Homogeneity of Variances

机译:关于确定Bartlett方差齐性检验的p值的注记

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摘要

Bartlett's test for homogeneity of variances is rather nonrobust. However, when it is applicable, it is more powerful than various other tests. Dyer and Keating (1980) tabulate the exact critical values for Bartlett's test based on equal sample sizes from several normal populations. Moreover, they use these values to obtain highly accurate approximations to the critical values for unequal sample sizes. In this note, a simple and accurate method is proposed to obtain the p-value for Bartlett's test. Theoretically, the proposed method has third order accuracy. Numerical examples illustrate that it is extremely accurate even for very small sample sizes and a large number of populations. Furthermore, the proposed method can easily be implemented with standard statistical softwares.
机译:巴特利特(Bartlett)对方差的均一性的检验是非稳健的。但是,在适用时,它比其他各种测试功能强大。 Dyer和Keating(1980)根据来自几个正常人群的相等样本量,将Bartlett检验的确切临界值制成表格。此外,他们使用这些值来获得针对不相等样本大小的临界值的高精度近似值。在本说明中,提出了一种简单而准确的方法来获取Bartlett检验的p值。从理论上讲,该方法具有三阶精度。数值示例表明,即使对于很小的样本量和大量的种群,它也非常准确。此外,可以使用标准统计软件轻松实现所提出的方法。

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