Summation‐Integral Type Operators Associated With Frobenius‐Euler Polynomials

ABSTRACT In this article, we construct a new class of summation‐integral type positive operators linked with Frobenius‐Euler polynomials. We obtain local approximation, Voronovskaya type theorems and rate of convergence of these operators within a weighted function space. Also, the rate of convergence for functions with derivatives of bounded variation is established. Finally, we examine the convergence rates of the operators through graphical representations.