A connection and some comparison results between the improper Kurzweil-Henstock integral defined on the (extended) real line and the integral over a compact topological space is investigated, for functions, taking values in Riesz spaces. In particular, some versions of Hake-type theorems are demonstrated.
A note on improper Kurzweil-Henstock integral in Riesz spaces
BOCCUTO, Antonio;
2002
Abstract
A connection and some comparison results between the improper Kurzweil-Henstock integral defined on the (extended) real line and the integral over a compact topological space is investigated, for functions, taking values in Riesz spaces. In particular, some versions of Hake-type theorems are demonstrated.File in questo prodotto:
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