1985Communications in Statistics - Simulation and ComputationRequires access

A generalization of Fisher's exact test in p×q contingency tables using more concordant relations

True T. Nguyen

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Abstract

A randomized test for pxq contingency tables to test independence against non-independence of two categorical random variables, a generalization of Fisher's exact test, is constructed. Based on the power of the test, subsets of the alternative region are identified.

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What this paper is about

A randomized test for pxq contingency tables to test independence against non-independence of two categorical random variables, a generalization of Fisher's exact test, is constructed. Based on the power of the test, subsets of the alternative region are identified.

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Available abstract

A randomized test for pxq contingency tables to test independence against non-independence of two categorical random variables, a generalization of Fisher's exact test, is constructed. Based on the power of the test, subsets of the alternative region are identified.

Key concepts: Contingency table, Exact test, Categorical variable, Generalization, Test (biology), Independence (probability theory), Mathematics, Statistics

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