Author's: GABRIEL BIRAME NDIAYE and DOUDOU SAKHIR THIAM
Pages: [65] - [87]
Received Date: August 19, 2010
Submitted by:
We introduce a new concept of spaces, for a s-compact set-valued measure
or set-valued Radon measure, a relatively weakly compact vector
measure, or a weakly compact vector Radon measure. We establish that
the quotient spaces are reflexive Banach spaces, since there norms are
uniformly convex. We prove that these spaces are also uniformly
smooths, therefore there norms are uniformly strongly differentiable.
convex analysis, integration, set-valued measures, integral of Daniell.