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On tests for the mean direction of the Langevin distribution
Authors:T Hayakawa
Institution:(1) Department of Economics, Hitotsubashi University, Naka, Kunitachi, Tokyo, Japan
Abstract:The asymptotic expansions of the distribution of a sum of independent random vectors with Langevin distribution are given. The power functions of the likelihood ratio criterion, Watson statistic, Rao statistic and the modified Wald statistic for testing the hypothesis of the mean direction are obtained asymptotically and a numerical comparison is made.
Keywords:Asymptotic expansion  central limit theorem  Langevin distribution  likelihood ratio criterion  Watson statistic  Rao statistic  modified Wald statistic
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