A Kurzweil-Henstock-type integral for metric semigroup-valued functions defined in (possibly unbounded) subintervals of the extended real line is investigated, and some convergence theorems are proved. We also present some example of fuzzy number and an extension of a concept of absolute continuity.
Improper Kurzweil-Henstock integral for metric semigroup-valued functions
BOCCUTO, Antonio;
2006
Abstract
A Kurzweil-Henstock-type integral for metric semigroup-valued functions defined in (possibly unbounded) subintervals of the extended real line is investigated, and some convergence theorems are proved. We also present some example of fuzzy number and an extension of a concept of absolute continuity.File in questo prodotto:
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