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Large Deviations and Bahadur Efficiency of Some Rank Tests of Independence
1987Large deviations for a class of rank tests of bivariate independence against positive quadrant dependence are derived. The test statistics are closely related to a function-valued measure of dependence (so-called monotonic dependence function). Some efficiency comparisons of new tests to Spearman’s rho are given under bivariate dependence models ...
Piotr Bajorski, Teresa Ledwina
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Bahadur Efficiency of the Phi-Divergence Test Statistic
2004In this paper the Bahadur efficiency in the family of o-divergence statistics for goodness of fit in multinomial populations is studied.
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Bahadur effectiveness of Watson-Darling goodness-of-fit tests
Journal of Soviet Mathematics, 1988The rough asymptotic behavior of the probability of large deviations is found for Watson-Darling goodness-of-fit tests, which are “centered” versions of Kolomogorov-Smirnov statistics. Their Bahadur effectiveness is calculated and conditions for local asymptotic optimality for the alternative of translation are studied.
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Bahadur asymptotic efficiency of ?2 -type tests in the many-sample case
Journal of Soviet Mathematics, 1983Consider independent samples of sizen 1,n 2,... ,n 2 and the empirical distribtion constructed using these samples.
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Bahadur Efficiency of Tests for a Shift in Location of Normal Populations
1989A sequence of independent random variables X 1,...,X N is said to have a change point n, if X 1,...,X N have a common distribution F and X n+1,..., X N have a common distribution G, G ≠ F. Consider the problem of testing the null hypothesis of no change, against the alternative of a one-sided change at an unknown change point n, when both F and G are ...
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The Bahadur representation for sample quantiles under strongly mixing sequence
Journal of Statistical Planning and Inference, 2011Wenzhi Yang, Shuhe Hu
exaly
A test for detecting Laplace order dominance and related Bahadur efficiency issues
Statistical Papers, 2017Priyanka Majumder, Murari Mitra
exaly

