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4. Let f R R be a convex function and X is a polytope. Prove that maxxx {f(x)} maxxext(x) {f(x)}, where ext(X) denotes the

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4. Let f R R be a convex function and X is a polytope. Prove that maxxx {f(x)} maxxext(x) {f(x)}, where ext(X) denotes the set of all the extreme points of X. ==

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To prove the statement in question 4 lets walk through it step by step Statement to Prove Given f R n R f mathbbRn rightarrow mathbbR fRnR is a convex ... blur-text-image

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