In this article we construct a Durrmeyer modification of the operators introduced by Chen et
al. in [10] based on a non-negative real parameter. We establish local approximation, global …

In this work, we present a Durrmeyer-type operator having the basis functions in summation
and integration due to Aral (Math Commun 24: 119–131, 2019) and Pǎltǎnea (Carpath J …

In this work, we construct a Durrmeyer type modification of the τ-Baskakov operators
depends on two parameters α> 0 α>0 and τ∈ 0, 1 τ∈0,1. We derive the rate of …

In this paper, a modification of Szász-Kantorovich type operators based on Brenke-type
polynomials is introduced, and the convergence properties of the proposed operators with …

In 2008 V. Miheşan constructed a general class of linear positive operators generalizing the
Szász operators. In this article, a Durrmeyer variant of these operators is introduced which is …

This article discusses some important approximation properties of generalized Szasz–
Kantorovich operators with a new modification of d-symmetric d-orthogonal polynomials of …

A Chlodowsky variant of generalized Szasz-type operators involving Boas-Buck-type
polynomials is considered and some convergence properties of these operators by using a …

In this note we consider a Durrmeyer type operator having the basis functions in summation
and integration due to Mihecşan [Creative Math. Inf. 17 (2008), 466-472.] and Pvǎltvǎnea …

AJAY KUMAR1 Abstract. In the present article we study the approximation properties of
modified Szász operators with a new modification of Brenke type polynomials. First, we …

The present paper aims to investigate a class of linear positive operators by combining
Szász-Jain operators and Brenke polynomials and studies their approximation properties …