Conditional Multivariate One-Sided Test
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概要
- 論文の詳細を見る
In this study we construct a conditional test for multivariate one-sided test with known covariance matrix by referring to Kudo (1963) and Fraser, Guttman and Srivastava (1991). Then, we consider the power of the test for this conditional multivariate one-sided test. Finally, we compare the conditional multivariate one-sided test with Kudo's multivariate one-sided test in terms of the power of the test through numerical examples.
- 東海大学の論文
著者
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Douke Hideyuki
Department Of Mathematical Sciences School Of Science Tokai University
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Imada Tsunehisa
Kumamoto Liberal Arts Education Kyushu Tokai University
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Imada Tsunehisa
Kumamoto Liberal Arts Education Division Of Liberal Arts Education Kyushu Tokai University
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- Two-sided Test with Bivariate Normal Response Based on Approximate Likelihood Ratio Method
- Multiple Comparison with a Control for Multivariate One-sided Test Based on the Approximate Likelihood Ratio Test
- Conditional Multivariate One-Sided Test
- Numerical Examples on Multivariate Multiple Comparison with a Control by Using Monte Carlo Simulation
- Multivariate Two-sided Test Based on the Approximate Likelihood Ratio Test
- Multiple Comparison With a Control for Multivariate Normal Means Based on Holm's Method
- Group Sequential Procedure for Bivariate Two-sided Test Based on Approximate Likelihood Ratio Method
- Determination of Different Sample Sizes for Two Treatments in Group Sequential Procedure with Repeated Confidence Boundaries Constructed by Slope
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- Significance Difference Test Between Two Treatments with Changing Population Mean Vectors