EDB β€” 23N

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Remark 50

[23N]The vice versa is also true: given \(AβŠ‚ ℝ^ n\) a closed convex set, a convex function \(f:ℝ^ n→ℝ\) such that \(A=\{ x:f(x)≀ 0\} \) always exists: For example, you can use \(f=d_ A\), as seen in [19B] in the previous section.

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