Maximal pseudomonotonicity of generalized subdifferentials of explicitly quasiconvex functions
Journal of Numerical Analysis and Approximation Theory, 1988 Summary: It is well known that the subdifferential of any proper function f from a Banach space X to \({\bar {\mathbb{R}}}\) is a cyclically monotone mapping and if f is lower-semicontinuous, proper and convex, then it is subdifferentiable at each interior point of its effective domain.
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