WITH SEMICONTINUOUS AND CONTINUOUS DATA

Jonathan Michael Borwein, Jay S. Treiman, Qiji Jim Zhu · 2016

We consider nonsmooth constrained optimization problems with semicontinuous and continuous data in Banach space and derive necessary conditions witho?st constraint qualification in terms of smooth subderivatives and normal cones. These results, in different versions, are set in reflexive and smooth Banach spaces.

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