Exploring the Companion of Ostrowski's Inequalities via Local Fractional Integrals

This paper investigates the companion of Ostrowski's inequality in framework fractal sets. First, a new identity related to local fractional integrals is introduced, serving as foundation for establishing set inequalities applicable functions with generalized $s$-convex and $s$-concave derivatives. An illustrative example presented validate obtained results, demonstrating their accuracy. Additionally, discusses several practical applications, highlighting significance established inequalities. The research this contributes growing field studying on sets, which has attracted considerable interest from scientists engineers.