Unified Frequentist and Bayesian Testing of a Precise Hypothesis (with Discussion). Berger, J. O., Boukai, B., & Wang, Y. *Stat Sci*, 12:133-160, 1997. bibtex @article{ber97uni,
title = {Unified Frequentist and {{Bayesian}} Testing of a Precise Hypothesis (with Discussion)},
volume = {12},
journal = {Stat Sci},
author = {Berger, J. O. and Boukai, B. and Wang, Y.},
year = {1997},
keywords = {bayesian-inference,misinterpretation-of-p-values},
pages = {133-160},
citeulike-article-id = {13263760},
posted-at = {2014-07-14 14:09:22},
priority = {0},
annote = {"no decision" region;error probability;Bayes factor;likelihood ratio;"in situations ... involving testing a precise null hypothesis, a P-value of 0.05 essentially does not provide any evidence against the null hypothesis";for a one-sample problem where the data are normally distributed with known variance and unknown mean~ and H\_0: =\_0 vs. H\_1:~ \_0, P=0.05 may correspond to a probability of H\_0 being true of 0.5}
}

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