Prove that the two-sample energy test for equal distributions is consistent. Hint: Prove that under an alternative
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Prove that the two-sample energy test for equal distributions is consistent. Hint: Prove that under an alternative hypothesis,
\[E\left[\frac{n m}{n+m} \mathcal{E}_{n, m}(\mathbf{X}, \mathbf{Y})ight]>\frac{n m}{n+m} \mathcal{E}(X, Y)\]
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Related Book For
Cases And Materials On Employment Law
ISBN: 9780199580712
8th Edition
Authors: Richard Painter, Ann Holmes
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