6.4: Type I and Type II errors
Let C be a critical region of size . We say that C is a best critical region of size if for any other critical region D of size = P ( D ; 0) we have that P ( C ; 1) P ( D ; 1) That is, when H 1: = 1 is true, the probability of rejecting H 0: = 0 using C is at least as great as the corresponding probability using any other critical region D . ................
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