Exact Bahadur Slope for Combining Independent Tests In The Case of Conditional Laplace Distribution
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http://siba-ese.unisalento.it/index.php/ejasa/article/view/29741/24315
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资源简介：
This paper compares four methods of combining n independent tests. The methods are Fisher, logistic, sum of p-values and inverse normal. It is assumed that n independent test statistics {T(i),i = 1,...,n} are available to combine the n independent tests. The four methods are compared, as n → ∞, via exact Bahadur slope under the assumption that the test statistics follow Conditional Laplace Distribution T(i)|ξi ∼ L(τξi,1), ξi ∈ [a,∞),a ≥ 0 where ξ1, ξ2, ... are distributed according to the distribution function (DF) Hξ. It is shown that Fisher's method performs the best as the evidence against the null hypothesis
提供机构：
University of Salento
创建时间：
2024-11-12
