Let {} be a class of mutually exclusive sets of alternatives such that the envelope power function
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Let {} be a class of mutually exclusive sets of alternatives such that the envelope power function is constant over each and that ∪ = − H , and let ϕ maximize the minimum power over . If ϕ = ϕ is independent of , then ϕ is most stringent for testing θ ∈ H .
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Related Book For 
Testing Statistical Hypotheses Volume I
ISBN: 9783030705770
4th Edition
Authors: E.L. Lehmann, Joseph P. Romano
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