Some abstract versions of the Fubini theorem in vector spaces for the Kurzweil-Henstock integral with respect to operator measures are demonstrated. Among the tools, some very abstract structures of the spaces involved, like bornologies, are used. The presented results include several versions of classical Fubini-type theorems.
A skeleton of Fubini-type theorem in vector spaces for the Kurzweil integral and operator measures
BOCCUTO, Antonio;
2004
Abstract
Some abstract versions of the Fubini theorem in vector spaces for the Kurzweil-Henstock integral with respect to operator measures are demonstrated. Among the tools, some very abstract structures of the spaces involved, like bornologies, are used. The presented results include several versions of classical Fubini-type theorems.File in questo prodotto:
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