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On Super Weakly Compact Convex Sets and Representation of the Dual of the Normed Semigroup They Generate
Abstract In this note, we first give a characterization of super weakly compact convex sets of a Banach space X: a closed bounded convex set K ⊂ X is super weakly compact if and only if there exists a w* lower semicontinuous seminorm p with p ≥ σ K ≌ …