22. If fJ ((J) denotes the power function of the UMP test of Corollary 2, and if...
Question:
22. If fJ ((J) denotes the power function of the UMP test of Corollary 2, and if the function Q of (12) is differentiable, then fJ'((J) > 0 for all (J for which Q'«(J) > O. [To show that {J'«(Jo) > 0, consider the problem of maximizing, subject to Eoo (X) =
a, the derivative fJ'((Jo) or equivalently the quantity Eoo[T(X)(X)].]
Fantastic news! We've Found the answer you've been seeking!
Step by Step Answer:
Related Book For
Question Posted: