Content deleted Content added
m It's very confusing to use r in the denominator when it's different from the one in the numerator |
|||
Line 24:
:<math> f(r | H=h, T=t) =
\frac {\Pr(H=h | r, N=h+t) \, g(r)} {\int_0^1 \Pr(H=h |r', N=h+t) \, g(r') \, dr'}. \!</math>
where ''g''(''r'') represents the prior probability density distribution of ''r'', which lies in the range 0 to 1.
| |||