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Displaying similar documents to “Representable posets and their order components”

The Henstock-Kurzweil approach to Young integrals with integrators in BV φ

Boonpogkrong Varayu, Tuan-Seng Chew (2006)

Mathematica Bohemica

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In 1938, L. C. Young proved that the Moore-Pollard-Stieltjes integral a b f d g exists if f B V φ [ a , b ] , g B V ψ [ a , b ] and n = 1 φ - 1 ( 1 / n ) ψ - 1 ( 1 / n ) < . In this note we use the Henstock-Kurzweil approach to handle the above integral defined by Young.