Consider two matched independent series of binomial variates whose odds ratios are assumed constant, i.e. ψ = (p1iq2i)/(p2iq1i)(i =1, …, b). Under the assumption that all marginals in each of the 2 × 2 tables are fixed, exact and approximate methods of point and interval estimation of ψ are reviewed and derived. The methods are illustrated and compared in a numerical example.
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John J. Gart (1970) studied this question.
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