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The main issue I've noticed is that compared to many other calculations, you just have no idea if your result is correct. You can make wrong assumptions, wrong calculation, apply wrong methods, but in the end you get a number... and that's it.

The same is true in Bayesian statistics, and even simple formal reasoning with no statistics in sight. If you make wrong assumptions, you'll get the wrong result.

The only thing you can expect statistics to do is help you change your opinion about the relative merits of opposing theories. If both your opposing theories are wrong, you will still be equally wrong.

The true flaw with frequentist statistics is that it goes out of it's way to hide this fact from you. In contrast, Bayesian stats forces you to explicitly choose a prior, enumerate your assumptions, and accept that your conclusion is based on these things.




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