Theorem 7 — strong duality $R_{\varepsilon,p}(\hat P_N,\ell) = \inf_{\gamma\ge0} \mathbb{E}_{\hat P_N}[\ell_\gamma] + \gamma\varepsilon^p$ on Borel $\mathbb{R}^m$, usc losses, $\varepsilon > 0$

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Theorem 7 — strong duality $R_{\varepsilon,p}(\hat P_N,\ell) = \inf_{\gamma\ge0} \mathbb{E}_{\hat P_N}[\ell_\gamma] + \gamma\varepsilon^p$ on Borel $\mathbb{R}^m$, usc losses, $\varepsilon > 0$ · Prove2Me