An alternate approach to the McShane integral (Q1852338)

This paper considers McShane integrals on a non-atomic probability quasi-Radon space. The authors use finite Henstock partitions by disjoint families of measurable sets that cover the domain up to a set of arbitrarily small measure. The main result is that they prove their method is equivalent to that of \textit{D. H. Fremlin}, [``The generalized McShane integral'' (1995; Zbl 0810.28006)], who uses countable partitions. Some other integrals of McShane type are also considered.