DOIAbstract
We show the pointwise version of the Stečkin theorem on approximation by de la Vallée-Poussin means. The result on norm approximation is also derived
We show the pointwise version of the Stečkin theorem on approximation by de la Vallée-Poussin means. The result on norm approximation is also derived
We improve the degree of pointwise approximation of continuous function f(x) by Bernstein operator, ...
In this paper, we investigate the problem of the deviation of a function from its de la Vallée-Pou...
In this paper, we give a comprehensive review of the classical approximation property. Then, we pres...
In this paper a general approach to de la Vallée Poussin means is given and the resulting near best ...
© 2016, Springer Science+Business Media New York. In this paper, a general approach to de la Vallée ...
AbstractThe concern of this paper is the study of local approximation properties of the de la Vallée...
AbstractIn this paper we define a new type of summability method via statistical convergence by usin...
In this paper we study the degree of approximation of functionsf inC 2 andC 2 1 by the operatorsV n ...
We investigate the simultaneous approximation properties of the de la Vallée-Poussin means in weight...
AbstractThe concept of λ-statistical convergence was introduced in [M. Mursaleen, λ-statistical conv...
Abstract. Starting from a natural generalization of the trigonometric case, we construct a de la Val...
Abstract In the present paper, we introduce a kind of Durrmeyer variant of Bernstein-Stancu operator...
AbstractWe prove that, if (C[a,b],{An}) is an approximation scheme and {An} satisfies the de La Vall...
The results generalizing some theorems on N, pnE, γ summability are shown. The same degrees of point...
AbstractWe state some pointwise estimates for the rate of weighted approximation of a continuous fun...
We improve the degree of pointwise approximation of continuous function f(x) by Bernstein operator, ...
In this paper, we investigate the problem of the deviation of a function from its de la Vallée-Pou...
In this paper, we give a comprehensive review of the classical approximation property. Then, we pres...
In this paper a general approach to de la Vallée Poussin means is given and the resulting near best ...
© 2016, Springer Science+Business Media New York. In this paper, a general approach to de la Vallée ...
AbstractThe concern of this paper is the study of local approximation properties of the de la Vallée...
AbstractIn this paper we define a new type of summability method via statistical convergence by usin...
In this paper we study the degree of approximation of functionsf inC 2 andC 2 1 by the operatorsV n ...
We investigate the simultaneous approximation properties of the de la Vallée-Poussin means in weight...
AbstractThe concept of λ-statistical convergence was introduced in [M. Mursaleen, λ-statistical conv...
Abstract. Starting from a natural generalization of the trigonometric case, we construct a de la Val...
Abstract In the present paper, we introduce a kind of Durrmeyer variant of Bernstein-Stancu operator...
AbstractWe prove that, if (C[a,b],{An}) is an approximation scheme and {An} satisfies the de La Vall...
The results generalizing some theorems on N, pnE, γ summability are shown. The same degrees of point...
AbstractWe state some pointwise estimates for the rate of weighted approximation of a continuous fun...
We improve the degree of pointwise approximation of continuous function f(x) by Bernstein operator, ...
In this paper, we investigate the problem of the deviation of a function from its de la Vallée-Pou...
In this paper, we give a comprehensive review of the classical approximation property. Then, we pres...
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