The Bernstein operator is one of the important topics of approximation theory in which it has been studied in great details for a long time. The aim of this paper is to study the statistical convergence of sequence of Bernstein polynomials. In this paper, we introduce the concepts of statistical convergence of Bernstein polynomials and VB−summability and related theorems. We also study Korovkin type-convergence of Bernstein polynomials
International audienceDespite its slow convergence, the use of the Bernstein polynomial approximatio...
AbstractWe define and study a new family of univariate rational Bernstein operators. They are positi...
AbstractLet Bn(f,q;x),n=1,2,… be the q-Bernstein polynomials of a function f∈C[0,1]. In the case 0<q...
The Bernstein operator is one of the important topics of approximation theory in which it has been s...
AbstractSome well-known Bernstein-type operators are exhibited as limits, in an appropriate sense, o...
The Bernstein operator is one of the important topics of approximation theory in which it has been s...
The Bernstein operator is one of the important topics of approximation theory in which it has been s...
AbstractBalcerzak, Dems and Komisarski [M. Balcerzak, K. Dems, A. Komisarski, Statistical convergenc...
An alternative approach, known today as the Bernstein polynomials, to the Weierstrass uniform approx...
AbstractBalcerzak, Dems and Komisarski [M. Balcerzak, K. Dems, A. Komisarski, Statistical convergenc...
summary:Due to the fact that in the case $q>1$ the $q$-Bernstein polynomials are no longer positive ...
summary:Due to the fact that in the case $q>1$ the $q$-Bernstein polynomials are no longer positive ...
International audienceDespite its slow convergence, the use of the Bernstein polynomial approximatio...
International audienceDespite its slow convergence, the use of the Bernstein polynomial approximatio...
International audienceDespite its slow convergence, the use of the Bernstein polynomial approximatio...
International audienceDespite its slow convergence, the use of the Bernstein polynomial approximatio...
AbstractWe define and study a new family of univariate rational Bernstein operators. They are positi...
AbstractLet Bn(f,q;x),n=1,2,… be the q-Bernstein polynomials of a function f∈C[0,1]. In the case 0<q...
The Bernstein operator is one of the important topics of approximation theory in which it has been s...
AbstractSome well-known Bernstein-type operators are exhibited as limits, in an appropriate sense, o...
The Bernstein operator is one of the important topics of approximation theory in which it has been s...
The Bernstein operator is one of the important topics of approximation theory in which it has been s...
AbstractBalcerzak, Dems and Komisarski [M. Balcerzak, K. Dems, A. Komisarski, Statistical convergenc...
An alternative approach, known today as the Bernstein polynomials, to the Weierstrass uniform approx...
AbstractBalcerzak, Dems and Komisarski [M. Balcerzak, K. Dems, A. Komisarski, Statistical convergenc...
summary:Due to the fact that in the case $q>1$ the $q$-Bernstein polynomials are no longer positive ...
summary:Due to the fact that in the case $q>1$ the $q$-Bernstein polynomials are no longer positive ...
International audienceDespite its slow convergence, the use of the Bernstein polynomial approximatio...
International audienceDespite its slow convergence, the use of the Bernstein polynomial approximatio...
International audienceDespite its slow convergence, the use of the Bernstein polynomial approximatio...
International audienceDespite its slow convergence, the use of the Bernstein polynomial approximatio...
AbstractWe define and study a new family of univariate rational Bernstein operators. They are positi...
AbstractLet Bn(f,q;x),n=1,2,… be the q-Bernstein polynomials of a function f∈C[0,1]. In the case 0<q...