New Modifications of Integral Inequalities via ?-Convexity Pertaining to Fractional Calculus and Their Applications

Integral inequalities for ?-convex functions are established by using a generalised fractional integral operator based on Raina’s function. Hermite–Hadamard type inequality is presented via operator. A novel parameterized auxiliary identity involving proposed differentiable mappings. By identity, we derive several Ostrowski whose absolute values It that the obtained outcomes exhibit classical convex and harmonically which have been verified Riemann–Liouville integral. Several generalisations special cases carried out to verify robustness efficiency of suggested scheme in matrices Fox–Wright hypergeometric functions.