Optimum spacings for the joint estimation and tests of hypothesis of location and scale parameters of the cauchy distribution |
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Authors: | A.K Md Ehsanes Saleh Khatab M. Hassanein Edward F. Brown |
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Affiliation: | 1. Carleton University , Ottawa , Canada;2. University of Kansas Medical Center , Kansas City , U.S.A |
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Abstract: | A simultaneous test for the location and scale parameters of the Cauchy distribution is considered based on selected order statistics.. It is shown that optimum spacings that maximise the Pitman ARE of the test coincide with that of the optimum spacings for the estimation problem. |
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Keywords: | JARE: ABE: BLUE: Pitman ARE QUANTIZES: optimum spacing |
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