Wonderful tool! I can see myself using it every single day. Comment on usability: currently, different ports from the same domain name are recorded as different websites. I think it should be sufficient to group all the…
If that is what you meant, than you are getting in the realm of hypothesis testing. The best equivalent of a p-value is then an anabashedly named "Bayes factor" [1], which is a ratio of posterior probabilities for…
> while there is no such similar statement for a method that depends on the experimenter's personal beliefs The posterior probability P(H|D) is exactly this kind of statement. You say "Based on the data, I am 78% sure…
I am not sure what you mean by "the form of the theorem looks much more arbitrary". The derivation of Bayes law comes from the axioms of conditional probability. Given two events A, B; we have: P(A^B) = P(A|B) * P(B)…
I would care to interject. First of all, you are right on several points. * Most of mathematics is the same in both schools of though, and the interpretations is not different. * Some basic ideas (i.e. the nature of…
Wonderful tool! I can see myself using it every single day. Comment on usability: currently, different ports from the same domain name are recorded as different websites. I think it should be sufficient to group all the…
If that is what you meant, than you are getting in the realm of hypothesis testing. The best equivalent of a p-value is then an anabashedly named "Bayes factor" [1], which is a ratio of posterior probabilities for…
> while there is no such similar statement for a method that depends on the experimenter's personal beliefs The posterior probability P(H|D) is exactly this kind of statement. You say "Based on the data, I am 78% sure…
I am not sure what you mean by "the form of the theorem looks much more arbitrary". The derivation of Bayes law comes from the axioms of conditional probability. Given two events A, B; we have: P(A^B) = P(A|B) * P(B)…
I would care to interject. First of all, you are right on several points. * Most of mathematics is the same in both schools of though, and the interpretations is not different. * Some basic ideas (i.e. the nature of…