We study extension of operators T: E→ L 0([0, 1]), where E is an F–function space and L 0([0, 1]) the space of measurable functions with the topology of convergence in measure, to domains larger than E, and we study the properties of such domains. The main tool is the integration of scalar functions with respect to stochastic measures and the corresponding spaces of integrable functions.
Positivity – Springer Journals
Published: Jan 1, 2007
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