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Kurzweil - Henstock Integral in Topological Spaces
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We deal with the Kurzweil-Henstock integral for functions defined in an abstract compact topological space
and taking values in Riesz spaces.
We introduce the theory and the fundamental properties, and in particular we prove the monotone convergence theorem.
BENTHAM SCIENCE PUBLISHERS
Title: Kurzweil - Henstock Integral in Topological Spaces
Description:
We deal with the Kurzweil-Henstock integral for functions defined in an abstract compact topological space
and taking values in Riesz spaces.
We introduce the theory and the fundamental properties, and in particular we prove the monotone convergence theorem.
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