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The dual Radon - Nikodym property for finitely generated Banach C(K)-Modules

By Arkady Kitover and Mehmet Orhon
We extend the well-known criterion of Lotz for the dual Radon-Nikodym property (RNP) of Banach lattices to finitely generated Banach C(K)-modules and Banach C(K)-modules of finite multiplicity. Namely, we prove that if X is a Banach space from one of these classes then its Banach dual X^\star has the RNP... Show more
July 14, 2017
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The dual Radon - Nikodym property for finitely generated Banach C(K)-Modules
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