A multivalued version of the Radon-Nikodym theorem, via the single-valued Gould integral

Published 16 Apr 2015 in math.FA | (1504.04110v3)

Abstract: Some topics concerning the Gould integral are presented here: new results of integrability on finite measure spaces with values in an M-space are given, together with a Radon-Nikodym theorem relative to a Gould-type integral of real functions with respect to a multisubmeasure.

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