In this work, we study the statistical approximation properties of the double-complex Picard integral operators. We also show that our statistical approach is more applicable than the classical one. © 2010 Elsevier Ltd. All rights reserved
The concept of statistical e-convergence for a double sequence has been defined by Sever and Talo (I...
In this paper, we prove a Korovkin type approximation theorem for a function of two variables by usi...
We deal with a new type of statistical convergence for double sequences, called Ψ--statistical conve...
In this work, we study the statistical approximation properties of the double-complex Picard integra...
AbstractIn this work, we study the statistical approximation properties of the double-complex Picard...
In this paper, we give some statistical approximation results for the double smooth Picard singular ...
In this paper, we introduce the complex GaussWeierstrass integral operators defined on a space of an...
AbstractIn this paper, we introduce the complex Gauss–Weierstrass integral operators defined on a sp...
In this paper, we study statistical Lp-approximation properties of the double Gauss-Weierstrass sing...
AbstractIn this paper, we study statistical Lp-approximation properties of the double Gauss–Weierstr...
Bascanbaz-Tunca, Gulen/0000-0003-3216-1661;WOS: 000388308500003The present paper is concerned with t...
In this study, we introduce the notion of pointwise and uniform statistical convergence of double se...
WOS: 000463698900036The complex q operator attached to analytic functions satisfying a suitable expo...
In this paper, we obtain a Korovkin type approximation theorem for double sequences of positive line...
The complex q-Szâsz-Mirakjan operator attached to analytic functions satisfying a suitable exponenti...
The concept of statistical e-convergence for a double sequence has been defined by Sever and Talo (I...
In this paper, we prove a Korovkin type approximation theorem for a function of two variables by usi...
We deal with a new type of statistical convergence for double sequences, called Ψ--statistical conve...
In this work, we study the statistical approximation properties of the double-complex Picard integra...
AbstractIn this work, we study the statistical approximation properties of the double-complex Picard...
In this paper, we give some statistical approximation results for the double smooth Picard singular ...
In this paper, we introduce the complex GaussWeierstrass integral operators defined on a space of an...
AbstractIn this paper, we introduce the complex Gauss–Weierstrass integral operators defined on a sp...
In this paper, we study statistical Lp-approximation properties of the double Gauss-Weierstrass sing...
AbstractIn this paper, we study statistical Lp-approximation properties of the double Gauss–Weierstr...
Bascanbaz-Tunca, Gulen/0000-0003-3216-1661;WOS: 000388308500003The present paper is concerned with t...
In this study, we introduce the notion of pointwise and uniform statistical convergence of double se...
WOS: 000463698900036The complex q operator attached to analytic functions satisfying a suitable expo...
In this paper, we obtain a Korovkin type approximation theorem for double sequences of positive line...
The complex q-Szâsz-Mirakjan operator attached to analytic functions satisfying a suitable exponenti...
The concept of statistical e-convergence for a double sequence has been defined by Sever and Talo (I...
In this paper, we prove a Korovkin type approximation theorem for a function of two variables by usi...
We deal with a new type of statistical convergence for double sequences, called Ψ--statistical conve...
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