On the Interpretation of P-Values

@inproceedings{Sellke2012OnTI,
  title={On the Interpretation of P-Values},
  author={Thomas Sellke},
  year={2012}
}
Suppose that the p-value for an hypothesis test has a Uniform [0,1] distribution when the null hypothesis is true. This paper proposes a ”rough and ready” rule for the interpretation of the evidence corresponding to such p-values. The rule is to use B̄∗(p) = 1/{epln(1/p)} as an upper bound on the Bayes factor against the null hypothesis for p ≤ 1/e = 0.368 . The rule is found to work well for two-sided z-tests, one-sided z-tests, and two-sided t-tests with degrees of freedom at least in the… CONTINUE READING

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