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The asymptotic expansion of the maximum likelihood estimator for a truncated exponential family of distributions (A New Perspective to Statistical Models and Its Related Topics)
  赤平, 昌文; 大谷内, 奈穂 (2012-08)
  数理解析研究所講究録, 1804: 188-192
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Asymptotic comparison of estimators for a family of truncated distributions (Asymptotic Expansions for Various Models and Their Related Topics)
  大谷内, 奈穂; 赤平, 昌文 (2013-11)
  数理解析研究所講究録, 1860: 129-139
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On the information on skew-normal distributions (Statistical Inference on Divergence Measures and Its Related Topics)
  赤平, 昌文 (2016-07)
  数理解析研究所講究録, 1999: 13-16
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Second order asymptotic behaviour of location equivariant estimators for a family of truncated distributions (Asymptotic Statistics and Its Related Topics)
  大谷内, 奈穂; 赤平, 昌文 (2014-08)
  数理解析研究所講究録, 1910: 102-114
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The generalized amount of information between the prior distribution and the asymptotic posterior one (Asymptotic Statistics and Its Related Topics)
  赤平, 昌文; 小池, 健一 (2014-08)
  数理解析研究所講究録, 1910: 144-153
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Asymptotic comparison in maximum likelihood estimation of a natural parameter up to the second order for a truncated exponential family of distributions (New Advances in Statistical Inference and Its Related Topics)
  赤平, 昌文 (2015-06)
  数理解析研究所講究録, 1954: 134-150
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The power of the test based on the non-central t-statistic under non-normality (Statistical Inference on Divergence Measures and Its Related Topics)
  赤平, 昌文 (2016-07)
  数理解析研究所講究録, 1999: 174-187
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Remarks on uniformly minimum variance unbiased estimation (Statistical Information in Inference and Its Related Topics)
  Kim, Hyo Gyeong; 大谷内, 奈穂; 赤平, 昌文 (2011-08)
  数理解析研究所講究録, 1758: 195-202
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The non-regular statistical structure from the viewpoint of the loss of information (Statistical Information in Inference and Its Related Topics)
  Kim, Hyo Gyeong; 大谷内, 奈穂; 赤平, 昌文 (2011-08)
  数理解析研究所講究録, 1758: 90-99
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Estimation of a nonnegative-valued normal mean from the Bayesian viewpoint (Statistical Experiment and Its Related Topics)
  赤平, 昌文; 竹内, 啓 (2010-08)
  数理解析研究所講究録, 1703: 215-223
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