In the present work, our aim of this study is generalization and extension of the theory of
interpolation of two dimensional functions to functionals or operators by means of Urysohn type …

The goal of this study is generalization and extension of the theory of interpolation of functions
to functionals and operators. We investigate the convergence problem for linear positive …

The present paper deals with the new type of Gamma operators, here we estimate the rate of
point wise convergence of these new Gamma type operators Ln for functions with …

In the present article we investigate both the pointwise convergence and the rate of pointwise
convergence of the operators to f(x 0 ) as (x,λ)→ (x 0 ,λ 0 ) in L 1 〈 a,b〉 where 〈 a,b〉 is an …

In this paper some direct local and global approximation results areobtained for the
modified Gamma operators defined by A. Izgi andBuyukyazıcı (Approximation and rate of …

In this article, we construct a new sequence of positive linear operators H n : B [ 0 , 1 ] → C [
0 , 1 ] {H}_{n}:B{[}0,1]\to C{[}0,1] using the hypergeometric distribution of probability theory …

The main first goal of this work is to introduce an Urysohn type Chlodovsky operators defined
on positive real axis by using the Urysohn type interpolation of the given function f and …

In the present paper, we shall investigate the pointwise approximation properties of the q-analogue
of the Bernstein-Schurer operators and estimate the rate of pointwise convergence of …

This work is a continuation of the author’s very recent study on the newly introduced wavelet
type Bernstein operators [19]. The main goal of the present study is to obtain some …

In this paper, we establish some pointwise convergence results for a family of certain nonlinear
singular integral operators T λ f of the form ( T λ f ) ( x ) = ∫ a b K λ ( t − x , f ( t ) ) d t , x ∈ ( …