AbstractThe largest subclass of C[0, ∞) for which the Bernstein-type operator Ln is a pointwise approximation process is determined. Approximation of analytic functions by Ln is also discussed
AbstractThe so-called exponential-type operators include the most important approximation processes ...
AbstractUniform approximation is considered by linear combinations due to May and Rathore of integra...
We improve the degree of pointwise approximation of continuous function f(x) by Bernstein operator, ...
AbstractThe largest subclass of C[0, ∞) for which the Bernstein-type operator Ln is a pointwise appr...
AbstractThe author solves the saturation and so called non-optimal approximation problem for a Berns...
AbstractLet Ln(f, x)(f ϵ C)[0, ∞)) be a Bernstein-type approximation operator as defined and studied...
AbstractThe authors present a Bernstein-type operator Ln which is given by a finite sum and defined ...
AbstractLet Ln(f, x)(f ϵ C)[0, ∞)) be a Bernstein-type approximation operator as defined and studied...
In this note, we derive some approximation properties of the generalized Bernstein-Kantorovich type ...
AbstractSome well-known Bernstein-type operators are exhibited as limits, in an appropriate sense, o...
AbstractWassily Hoeffding (J. Approximation Theory 4 (1971), 347–356) obtained a convergence rate fo...
We improve the degree of pointwise approximation of continuous function f(x) by Bernstein operator, ...
We improve the degree of pointwise approximation of continuous function f(x) by Bernstein operator, ...
We improve the degree of pointwise approximation of continuous function f(x) by Bernstein operator, ...
We improve the degree of pointwise approximation of continuous function f(x) by Bernstein operator, ...
AbstractThe so-called exponential-type operators include the most important approximation processes ...
AbstractUniform approximation is considered by linear combinations due to May and Rathore of integra...
We improve the degree of pointwise approximation of continuous function f(x) by Bernstein operator, ...
AbstractThe largest subclass of C[0, ∞) for which the Bernstein-type operator Ln is a pointwise appr...
AbstractThe author solves the saturation and so called non-optimal approximation problem for a Berns...
AbstractLet Ln(f, x)(f ϵ C)[0, ∞)) be a Bernstein-type approximation operator as defined and studied...
AbstractThe authors present a Bernstein-type operator Ln which is given by a finite sum and defined ...
AbstractLet Ln(f, x)(f ϵ C)[0, ∞)) be a Bernstein-type approximation operator as defined and studied...
In this note, we derive some approximation properties of the generalized Bernstein-Kantorovich type ...
AbstractSome well-known Bernstein-type operators are exhibited as limits, in an appropriate sense, o...
AbstractWassily Hoeffding (J. Approximation Theory 4 (1971), 347–356) obtained a convergence rate fo...
We improve the degree of pointwise approximation of continuous function f(x) by Bernstein operator, ...
We improve the degree of pointwise approximation of continuous function f(x) by Bernstein operator, ...
We improve the degree of pointwise approximation of continuous function f(x) by Bernstein operator, ...
We improve the degree of pointwise approximation of continuous function f(x) by Bernstein operator, ...
AbstractThe so-called exponential-type operators include the most important approximation processes ...
AbstractUniform approximation is considered by linear combinations due to May and Rathore of integra...
We improve the degree of pointwise approximation of continuous function f(x) by Bernstein operator, ...
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