A Product Integral Representation for a Gronwall Inequality
A Product Integral Representation for a Gronwall Inequality
Introduction.This paper shows that if G and H are functions from RXR to R such that 1-G^c>0, G and H are integrable and have bounded variation on [a, b], f is bounded and f(x)^k + (LR)fxa(fH+fG) for xE [a, b] then (1) if G^O and H^O, then f(x) £k JH …