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If α is a convex shape and f is a 1-lipshitz imagemap then perimeter of convex hull of f(α) ⩽ length of α.
(Similar statement for higher dimension has been proven by Alexander)
If α is a convex shape and f is a 1-lipshitz image then perimeter of convex hull of f(α) ⩽ length of α.
(Similar statement for higher dimension has been proven by Alexander)
If α is a convex shape and f is a 1-lipshitz map then perimeter of convex hull of f(α) ⩽ length of α.
(Similar statement for higher dimension has been proven by Alexander)
If α is a convex shape and f is a 1-lipshitz image then perimeter of convex hull of f(α) ⩽ length of α.
(Similar statement for higher dimension has been proven by Alexander)
