Power of Tests of Homogeneity of a Binomial Series

1 September 1972

journal article
research article
Published by JSTOR in Journal of the American Statistical Association

Vol. 67 (339) , 680
https://doi.org/10.2307/2284467

Abstract

Approximations to the power functions of the classical X² test and the locally asymptotically optimal test of homogeneity of a binomial series are obtained for the case of known binomial parameter; asymptotic power functions are also derived. The results are compared with values of power obtained by simulation.

Keywords

OPTIMAL
SUP
BINOMIAL SERIES
TESTS OF HOMOGENEITY
ASYMPTOTICALLY
POWER FUNCTIONS

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