The Neyman-Pearson lemma says that for testing $H_0: f_0$ vs $H_1: f_1$ at significance level $\alpha$, the most powerful test rejects when which inequality holds?

Detection Theory

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The Neyman-Pearson lemma says that for testing H_{0} : f_{0} vs H_{1} : f_{1} at significance level α, the most powerful test rejects when which inequality holds?