Behaviour of sign test and one sample median test against changes in the model

Alfonso García-Pérez

Displaying similar documents to “Behaviour of sign test and one sample median test against changes in the model”

A modified Anderson-Darling test for uniformity.

Rahman, Mezbahur, Pearson, Larry M., Heien, Herbert C. (2006)

Bulletin of the Malaysian Mathematical Sciences Society. Second Series

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One sample tests for the location of modes of nonnormal data.

Carolan, Anthony M., Rayner, J.C.W. (2001)

Journal of Applied Mathematics and Decision Sciences

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The behavior of locally most powerful tests

Marek Omelka (2005)

Kybernetika

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The locally most powerful (LMP) tests of the hypothesis $H : θ = θ_{0}$ against one-sided as well as two-sided alternatives are compared with several competitive tests, as the likelihood ratio tests, the Wald-type tests and the Rao score tests, for several distribution shapes and for location, shape and vector parameters. A simulation study confirms the importance of the condition of local unbiasedness of the test, and shows that the LMP test can sometimes dominate the other tests only in a very restricted...

Hotelling test for highly correlated data

Peter Bubeliny (2011)

Acta Universitatis Carolinae. Mathematica et Physica

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A robust test for variance

W. Zieliński (1991)

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Tests of fit for the logarithmic distribution.

Best, D.J., Rayner, J.C.W., Thas, O. (2008)

Journal of Applied Mathematics and Decision Sciences

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Power comparison of Rao′s score test, the Wald test and the likelihood ratio test in (2xc) contingency tables

Anita Dobek, Krzysztof Moliński, Ewa Skotarczak (2015)

Biometrical Letters

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There are several statistics for testing hypotheses concerning the independence of the distributions represented by two rows in contingency tables. The most famous are Rao′s score, the Wald and the likelihood ratio tests. A comparison of the power of these tests indicates the Wald test as the most powerful.