We give general necessary and sufficient conditions for the existence of optima of noncoercive functionals defined on reflexive spaces. Some special cases are then discussed that permit to establish novel sufficient conditions for optimality, as well as to recover known results.
Necessary and sufficient conditions for optima in reflexive spaces
Marinacci, Massimo;MONTRUCCHIO, LUIGI
2011
Abstract
We give general necessary and sufficient conditions for the existence of optima of noncoercive functionals defined on reflexive spaces. Some special cases are then discussed that permit to establish novel sufficient conditions for optimality, as well as to recover known results.File in questo prodotto:
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