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E45

[18Z]Note:another vice versa of [183].

Given \(IβŠ† ℝ\) interval and \(f:I→ℝβˆͺ\{ ∞\} \) convex and lower semicontinuous, there exist sequences \(a_ n,b_ nβˆˆβ„\) such that \(f(x)=\sup _ n (a_ n+b_ n x)\).

Solution 1

[190]

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