DOIAbstract
AbstractIn this paper, we estimate the order of approximation by derivatives of shape-preserving and finite-dimensional operators defined on the space of all real-valued and κ-times continuously differentiable functions of one real variable
AbstractIn this paper, we estimate the order of approximation by derivatives of shape-preserving and finite-dimensional operators defined on the space of all real-valued and κ-times continuously differentiable functions of one real variable
The paper presents a multidimensional generalization of the Schoenberg operators of higher order. Th...
Abstract We investigate the shape-preserving properties of λ-Bernstein operators B n , λ ( f ; x ) $...
This paper is devoted to the study of the differential equations with delta-shaped coefficients. App...
AbstractIn this paper, we estimate the order of approximation by derivatives of shape-preserving and...
AbstractIn this paper, we present some results estimating the order of approximation of the rth deri...
The aim of this note is to extend some classical results on the shape preserving approximation of re...
AbstractLet {Ln}nϵN be a sequence of positive linear operators from C[0, 1] into B(Ω), where B(Ω) is...
In this paper, we continue our research on characterizing the order of linear approximation schemes ...
We define max-product (nonlinear) Bernstein-Chlodowsky operators and obtain some upper estimates of ...
AbstractIn this paper, we present some quantitative results concerning the approximation of the kth ...
AbstractIn this paper we study some shape preserving properties of particular positive linear operat...
Here we study quantitatively the high degree of approximation of sequences of linear operators actin...
summary:Starting from the study of the Shepard nonlinear operator of max-prod type in (Bede, Nobuhar...
AbstractIn this note, we present a result on the saturation of sequences of linear shape preserving ...
The paper is devoted to infinite dimensional discrete operators that can be considered as a differen...
The paper presents a multidimensional generalization of the Schoenberg operators of higher order. Th...
Abstract We investigate the shape-preserving properties of λ-Bernstein operators B n , λ ( f ; x ) $...
This paper is devoted to the study of the differential equations with delta-shaped coefficients. App...
AbstractIn this paper, we estimate the order of approximation by derivatives of shape-preserving and...
AbstractIn this paper, we present some results estimating the order of approximation of the rth deri...
The aim of this note is to extend some classical results on the shape preserving approximation of re...
AbstractLet {Ln}nϵN be a sequence of positive linear operators from C[0, 1] into B(Ω), where B(Ω) is...
In this paper, we continue our research on characterizing the order of linear approximation schemes ...
We define max-product (nonlinear) Bernstein-Chlodowsky operators and obtain some upper estimates of ...
AbstractIn this paper, we present some quantitative results concerning the approximation of the kth ...
AbstractIn this paper we study some shape preserving properties of particular positive linear operat...
Here we study quantitatively the high degree of approximation of sequences of linear operators actin...
summary:Starting from the study of the Shepard nonlinear operator of max-prod type in (Bede, Nobuhar...
AbstractIn this note, we present a result on the saturation of sequences of linear shape preserving ...
The paper is devoted to infinite dimensional discrete operators that can be considered as a differen...
The paper presents a multidimensional generalization of the Schoenberg operators of higher order. Th...
Abstract We investigate the shape-preserving properties of λ-Bernstein operators B n , λ ( f ; x ) $...
This paper is devoted to the study of the differential equations with delta-shaped coefficients. App...
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