The goal of this paper is to give a form of the operator involving the generating function of
Apostol-Genocchi polynomials of order α. Applying the Korovkin theorem, we arrive at the …

We study the approximation behavior of the Durrmeyer form of Apostol-Genocchi
polynomials with Baskakov type operators including K-functional and second-order modulus …

This paper is interested in a new sequence of linear positive operators including degenerate
Appell polynomials. We give a convergence theorem for these operators and obtain the …

In this paper, we are dealing with Cheney-Sharma Chlodovsky Durrmeyer operators and
studying their approximation properties. The Bohman-Korovkin theorem is verified and …

The goal of the current paper is to present an integral type Favard-Szasz operators including
Apostol-Genocchi poynomials. With the help of the moments, we investigate the order of …

(1.1) where s α, λ n, k (x)= e− nx (1+ λe 2) α gα k (nx; λ) k! and gα k (x; λ) is the generalized
Apostol-Genocchi polynomials of order α, which belong to the class of orthogonal …

In this article, we consider Jain-Durrmeyer operators associated with the Apostol-Genocchi
polynomials and study the approximation properties of these Durrmeyer operators …

In this paper, the two‐variable unified family of generalized Apostol‐type polynomials is
introduced, and some implicit forms and general symmetry identities are derived. Also, we …

This article is primarily concerned with the bivariate generalization of operators involving a
class of orthogonal polynomials called Apostol-Genocchi polynomials. The rate of …

In the present paper, we proposed a new sequence of summation-integral type operators
involving Apostol-Genocchi polynomials. We study some approximation results of the …