Characterizes weak and norm compactness of state spaces in ℓ^p(X) for non-reflexive X and shows that weak density of weak*-weak continuity points in the dual of L^1(μ, X) implies X* has the Radon-Nikodym property.
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Weak$^*$-weak points of continuity on the state spaces
Characterizes weak and norm compactness of state spaces in ℓ^p(X) for non-reflexive X and shows that weak density of weak*-weak continuity points in the dual of L^1(μ, X) implies X* has the Radon-Nikodym property.