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by joe_the_user
2984 days ago
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It seems like your reasoning and the reasoning of the author could be applied to any statistic testing the reliability of a hypothesis, not simply p values. Further, you could mitigate this problem if you knew the prior probability, sure. But how do you expect a bad hypothesis generator to be good at knowing the prior probability. The usual standard is "extraordinary claims require extraordinary evidence." The less likely a hypothesis, the stronger the evidence, measured as p-values or otherwise. But the thing is the public and the scientific community has to be the one who are going to judge the extraordinariness of a claim. If an experimenter were to wrap their results in their own belief in the likelihood of the hypothesis, the observer wouldn't be able to judge anything. So it seems like experimenters reporting p-values is as good a process as any. It's just the readers of results need to be critical and not assume .05 is a "gold standard" in all cases. |
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Precisely. That's the point. Hypothesis testing is inherently absurd.