INFERENCES BASED ON THE GROUPED OBSERVATIONS FROM THE BIVARIATE POWER-NORMAL DISTRIBUTION
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概要
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In this paper, we have investigated the relationship between the two variables in which observations of the two variables were grouped into several intervals, when the bivariate power-normal distribution proposed by Goto et al. (1980) were fitted to these observations. The results of some numerical examples showed that the bivariate powernormal distribution would be helpful to "regularize" the observations even when the strict bivariate normality was not achieved. Also, a bivariate normal problem was considered in the framework developed in fitting the bivariate power-normal distribution to the grouped observations.
著者
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GOTO Masashi
Department of General Medicine and Clinical Epidemiology, Kyoto University Graduate School of Medici
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Hamasaki Toshimitsu
Clinical Statistics Group, Biometrics, Central Research Clinical Development Japan, Pfizer Pharmaceu
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濱崎 俊光
大阪大学大学院医学系研究科
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Hamasaki Toshimitsu
Department Of Biomedical Statistics Osaka University Graduate School Of Medicine
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Goto Masashi
Department Of General Medicine And Clinical Epidemiology Kyoto University Graduate School Of Medicin
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Goto Masashi
Department Of Comprehensive Care And Education Tenri Hospital
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