Question: 3.5 Finer Rademacher upper bound. Show that a ner upper bound on the Rademacher complexity of the family G can be given in terms of

3.5 Finer Rademacher upper bound. Show that a ner upper bound on the Rademacher complexity of the family G can be given in terms of ES[(G; S)], where (G; S) is the number of ways to label the points in sample S.

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