Add to ORKGIn this paper, we obtain an approximation theorem by max-product operators with the use of power series method which is more effective than ordinary convergence and includes both Abel and Borel methods. We also estimate the error in this approximation. Finally, we provide an example which satisfies our theorem. © 2018, Univerzita Komenskeho. All rights reserved
WOS: 000434808000013In this paper we consider power series method which is also member of the class ...
AbstractUniform approximation of functions of a real or a complex variable by a class of linear oper...
AbstractAn algorithm is introduced and shown to lead to a unique infinite product representation for...
WOS: 000442255800004In this paper, we obtain an approximation theorem by max-product operators with ...
WOS: 000376103600015In this paper, using power series methods we give an abstract Korovkin type appr...
WOS: 000407338700015In this paper, we consider power series method which is also member of the class...
AbstractIn this paper, using the concept of statistical σ-convergence which is stronger than statist...
Max-Product algebra is new direction in constructive approximation of functions by operators. In thi...
AbstractThis note is focused upon positive linear operators which preserve the quadratic test functi...
In this paper we consider power series method which is also member of the class of all continuous su...
In this study, we focus on the approximation to continuous functions by max-product operators in the...
Bu tezde, Bell tarafından tanımlanan genel bir toplam süreci kullanılarak sürekli fonksiyonlara pozi...
In this paper we consider power series method which is also member of the class of all continuous su...
We investigate the rational approximation of fractional powers of unbounded positive operators attai...
We dene the max-product (nonlinear) Bernstein-Chlodowsky operators andobtain some upper estimates of...
WOS: 000434808000013In this paper we consider power series method which is also member of the class ...
AbstractUniform approximation of functions of a real or a complex variable by a class of linear oper...
AbstractAn algorithm is introduced and shown to lead to a unique infinite product representation for...
WOS: 000442255800004In this paper, we obtain an approximation theorem by max-product operators with ...
WOS: 000376103600015In this paper, using power series methods we give an abstract Korovkin type appr...
WOS: 000407338700015In this paper, we consider power series method which is also member of the class...
AbstractIn this paper, using the concept of statistical σ-convergence which is stronger than statist...
Max-Product algebra is new direction in constructive approximation of functions by operators. In thi...
AbstractThis note is focused upon positive linear operators which preserve the quadratic test functi...
In this paper we consider power series method which is also member of the class of all continuous su...
In this study, we focus on the approximation to continuous functions by max-product operators in the...
Bu tezde, Bell tarafından tanımlanan genel bir toplam süreci kullanılarak sürekli fonksiyonlara pozi...
In this paper we consider power series method which is also member of the class of all continuous su...
We investigate the rational approximation of fractional powers of unbounded positive operators attai...
We dene the max-product (nonlinear) Bernstein-Chlodowsky operators andobtain some upper estimates of...
WOS: 000434808000013In this paper we consider power series method which is also member of the class ...
AbstractUniform approximation of functions of a real or a complex variable by a class of linear oper...
AbstractAn algorithm is introduced and shown to lead to a unique infinite product representation for...