Let L be a sigma-complete pseudo-D-lattice. We prove that every R^n-valued sigma-additive modular measure on L has a closed range and it is open if it is nonatomic.
Openess of measures and closedness of their range
AVALLONE, Anna;VITOLO, Paolo;
2013-01-01
Abstract
Let L be a sigma-complete pseudo-D-lattice. We prove that every R^n-valued sigma-additive modular measure on L has a closed range and it is open if it is nonatomic.File in questo prodotto:
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