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A New Proof of the Maximal Monotonicity of Sub differentials
Abstract
We give a new proof based on the recent very elegant argument of Marques Alves and Svaiter that the sub differential of a proper, convex lower semicontinuous function on a real Banach space is maximally monotone. We also show how the argument can be simplified in the reflexive case. © Heldermann Verlag.
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