Why P-values Cannot Tell You If a Hypothesis Is Correct
ananyo writes "P values, the 'gold standard' of statistical validity, are not as reliable as many scientists assume. Critically, they cannot tell you the odds that a hypothesis is correct. A feature in Nature looks at why, if a result looks too good to be true, it probably is, despite an impressive-seeming P value."
it takes more then 1 study.
There is a push to have studies include Bayesian Probability.
IMHO all papers should be read be statisticians just to be sure the calculation are correct.
The Kruger Dunning explains most post on
There is no shortage of misleading statistics out there. It can be a discipline fraught with peril for the uninformed, and there are lots of statistics packages out there that reduce advanced tests to a "point and shoot" level of difficulty that produces results that may not mean what the user thinks they mean. I've read some articles showing no lack of problems in the social sciences, but the problem is bigger than that.
I can't help wondering how much that plays into the oscillating recommendations that you see for various foods. Both coffee and eggs have gone through repeated cycles of, "it's bad," "no, it's good," "no, it's bad," "no, it's good." I understand that at least some of it is coming down to the aspect they choose to measure, but I can't help but wonder now much bad statistics is playing into it.
much of left-wing thought is a kind of playing with fire by people who don't even know that fire is hot - George Orwell
From TFA:
Also there is a simpler analysis of the above article
MOD THE CHILD UP!