In this article, we consider modified Bernstein-Kantorovich operators and investigate their
approximation properties. We show that the order of approximation to a function by these …

This paper deals with new type q‐Baskakov‐Beta‐Stancu operators defined in the paper.
First, we have used the properties of q‐integral to establish the moments of these operators …

In this paper, we introduce (p, q) (p,q)-gamma operators which preserve x 2 x^2, we estimate
the moments of these operators, and establish direct and local approximation theorems of …

In this manuscript, we construct new modification of Baskakov operators on (0,∞) using the
second central moment of the classical Baskakov operators. And the moments and the …

Baskakov operators and Jacobi weights: pointwise estimates | Journal of Inequalities and
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We investigate algebraic properties of the negative degree q-Bernstein bases. Our
fundamental tool in this investigation is a recently introduced variant of the blossom, the …

The present article deals with the obtaining a Voronovskaya type result for q# derivative of
q# Baskakov operators attached to functions in polyno# mial weighted space. For this aim …

In the present paper we propose the q analogue of the modified Beta operators. We apply q-
derivatives to obtain the central moments of the discrete q-Beta operators. A direct result in …

In this paper we introduce the q analogue of the well known Baskakov-Szász type operators.
We estimate the moments, and established direct results in terms of modulus of continuity …