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[17] Convex hulls of Minkowski sums [edit] Minkowski addition behaves well with respect to the operation of taking convex hulls, as shown by the following proposition: Let S 1 , S 2 be subsets of a real vector-space, the convex hull of their Minkowski sum is the Minkowski sum of their convex hulls This result holds more generally for each finite collection of non-empty sets: In mathematical terminology, the operations of Minkowski summation and of forming convex hulls are commuting operations