THE RELATION BETWEEN HENSTOCK INTEGRAL AND HENSTOCK DELTA INTEGRAL ON TIME SCALES

Abstract

In this paper, we define an extension f ∗ : [a, b] → R of a function f : [a, b]T → R for a time scale T and show that f is Henstock delta integrable on [a, b]T if and only if f ∗ is Henstock integrable on [a, b].

This article was migrated from the previous system via automation. The abstract may not be written correctly. Please view the PDF file.