Massart finite-class lemma
= Massart finite-class lemma
{c}
For a finite $A\subseteq\mathbb R^n$ with $\max_{a\in A}\lVert a\rVert_2\leq R$, its empirical Rademacher complexity is at most $R\sqrt{2\log|A|}/n$.
= Massart finite-class lemma
{c}
For a finite $A\subseteq\mathbb R^n$ with $\max_{a\in A}\lVert a\rVert_2\leq R$, its empirical Rademacher complexity is at most $R\sqrt{2\log|A|}/n$.