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응용통계연구 = The Korean journal of applied statistics, v.15 no.1, 2002년, pp.187 - 199
강승호 (이화여자대학교 통계학과)
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When the sample size is small, exact tests are often employed because the asymptotic distribution of the test statistic is in doubt. The advantage of exact tests is that it is guaranteed to bound the type I error probability to the nominal level. In this paper we review the methods of constructing e...
10.2307/2289783
Agresti, Alan, Wackerly, Dennis, Boyett, James M.. Exact conditional tests for cross-classifications: Approximation of attained significance levels. Psychometrika, vol.44, no.1, 75-83.
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Barnard, G.A.. In contradiction to J. Berkson's dispraise: conditional tests can be more efficient. Journal of statistical planning and inference, vol.3, no.3, 181-187.
Berkson, J.. In dispraise of the exact test - Do the marginal totals of the 2X2 table contain relevant information respecting the table proportions?. Journal of statistical planning and inference, vol.2, no.1, 27-42.
Booth, James G., Butler, Ronald W.. An Importance Sampling Algorithm for Exact Conditional Tests in Log-Linear Models. Biometrika, vol.86, no.2, 321-332.
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Gail, Mitchell, Mantel, Nathan. Counting the Number of r × c Contingency Tables with Fixed Margins. Journal of the American Statistical Association, vol.72, no.360, 859-.
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Hirji, Karim F., Mehta, Cyrus R., Patel, Nitin R.. Exact Inference for Matched Case-Control Studies. Biometrics, vol.44, no.3, 803-.
Kang, Seung-Ho, Park, Soo Min. Exact likelihood ratio test of independence of binary responses within clusters. Computational statistics & data analysis, vol.33, no.1, 15-23.
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Mehta, Cyrus R., Patel, Nitin R., Senchaudhuri, Pralay. Exact Power and Sample-Size Computations for the Cochran-Armitage Trend Test. Biometrics, vol.54, no.4, 1615-.
Mehta, Cyrus R., Patel, Nitin R., Tsiatis, Anastasios A.. Exact Significance Testing to Establish Treatment Equivalence with Ordered Categorical Data. Biometrics, vol.40, no.3, 819-.
Mehta, Cyrus R., Patel, Nitin R., Wei, L. J.. Constructing Exact Significance Tests with Restricted Randomization Rules. Biometrika, vol.75, no.2, 295-302.
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Suissa, Samy, Shuster, Jonathan J.. Exact Unconditional Sample Sizes for the 2 × 2 Binomial Trial. Journal of the royal statistical society. Series A (General), vol.148, no.4, 317-.
Upton, Graham J. G.. A Comparison of Alternative Tests for the 2 × 2 Comparative Trial. Journal of the royal statistical society. Series A (General), vol.145, no.1, 86-.
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