Some properties on tests based on the Bayesian confidence interval

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概要

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• In testing statistical hypotheses, quite generally, if we admit the result of Neyman-Pearson (apart from the interpretation of them) in case that we specify n in advance and admit the likelihood principle, the stopping rule that "continue the experiments until rejection the null hypothesis" is closed. As a matter of fact, a stronger phenomenon happens, and we shall show if with some examples.

• 筑波大学の論文
• 1996-09-09

著者

• Michikazu Sato

  Institute Of Mathematics University Of Tsukuba

• Sato Michikazu

  Institute Of Mathematics University Of Tsukuba

関連論文

• ON THE NEW APPROXIMATION TO NON-CENTRAL t-DISTRIBUTIONS
• Some properties on tests based on the Bayesian confidence interval
• INFORMATION INEQUALITIES FOR THE MINIMAX RISK

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