Approximation Properties of Modified-Bernstein Operators Having Sz \(\acute{a}\) sz Weight Functions

The present work introduces a modification of the modified-Bernstein operator using Sz \(\acute{a}\) sz weight function. We discuss the rate of convergence of proposed operators via continuity modulus and Peetre’s K-functional for H \( \ddot{o} \) lder’s class of functions. Further, we establish a Vornovskaya-type asymptotic formula.