Fiducial inference: Difference between revisions
→The fiducial distribution
m (Reverted edits by 2600:1:9C3C:485E:CC9B:6F01:CCEB:4E41 (talk) to last version by Rjwilmsi) 

:<math>F(x) = P(X \leq x) = P\left(\mathrm{all\ observations} \leq x\right) = \left(\frac{x}{\omega}\right)^n .</math>
Probability statements about ''X''/ω may be made. For example, given ''α'', a value of ''a'' can be chosen with 0 < ''a'' < 1 such that
:<math>P\left(X > \omega{a}\right) = 1a^n = \alpha.</math>
Thus
