EDB β€” 11R

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Definition 44

[11R] Let \(X\) be a vector space and \(A,BβŠ† X\). We define the Minkowski sum \(A βŠ• BβŠ† X \) as

\[ A βŠ• B=\{ x+y : x∈ A, y∈ B\} ~ ~ . \]

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  • Minkowski sum
  • normed vector space
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