id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-4784	Chanan, Sadia; Irshad, Nazia; Khan, Afshan 	Generalization of Jensen Mercer inequality on Delta integral with Applications	2023	16	.pdf	application/pdf	4701	326	88	By applying ζ(x) = x − ln(γ − x) for all x ∈ (0, γ2 ] to the Theorem 1, we get required result. = ln γ − g(η) g(η) ≥ 0, µ = ln ( γ − µ µ ) , ν = ln ( γ − ν ν ) , by which we get, 1 1 + e ( µ+ ν − ∫ b a ω(†)g(η)∆η ) ≤ 1 1 + eu + 1 1 + eν − ∫ b a ω(†) 1 1 + eg(η) 1 1 + exp ( ln ( γ−µ µ ) + ln (γ−ν ν ) − ∫ b a ω(†) ln ( γ − g(η) g(η) )	cache/ejpam-4784.pdf	txt/ejpam-4784.txt