Abstract
L yON y?N j for every x E U and every Lebesgue null set N containing the set of points where h is not differentiable. By h'(y) we mean the derivative of h at y provided it exists. There are numerous general results about characterizing the Clarke subdifferential. We refer to [2] and [3], from which the following result may be deduced. In this note we present a simple proof of this result. Let co stand for the convex hull, A the Lebesgue measure.
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