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Since f is not differentiable at x y, by the Denjoy-Saks-Young Theorem (Theorem 12), x y belongs to a set of measure zero. Hence the collection {x y: y Î f (K)} is a set of measure zero
Since f is not differentiable at x y, by the Denjoy-Saks-Young Theorem (Theorem 12), x y belongs to a set of measure zero. Hence the collection {x y: y Î f (K)} is a set of ...
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