EDB β€” 2G4

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Definition 1

[2G4]Let then \(AβŠ†β„^ n\) be a non-empty set, the convex hull (or convex envelop) \(co(A)\) of \(A\) is the intersection of all convex sets containing \(A\). Because of [059], \(co(A)\) is the smallest convex sets containing \(A\).

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  • convex envelope
  • convex hull , see convex envelope
  • convex function
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