Let Gamma be a Dini-smooth curve in the complex plane C. In this study we prove inverse theorem of approximation theory by polynomials in Smirnov-Orlicz classes E-M (G)
In this work the approximation of functions by linear means of Fourier series in reflexive Orlicz sp...
Let Γ be a quasi-smooth curve in the complex plane ℂ. In this study, a direct theorem of approximati...
The approximation theory contains many statements where the rate of approximation of a function by ...
Let Gamma be a Dini-smooth curve in the complex plane C. In this study we prove inverse theorem of a...
Let F be a Dini- smooth curve in the complex plane C. In this study we prove inverse theorem of appr...
In this work some direct theorems of approximation theory in the Smirnov-Orlicz classes, defined in ...
AbstractLet Γ be a Dini-smooth curve in the complex plane, and let G:=IntΓ. We prove some direct and...
In this work some direct theorems of approximation theory in the Smirnov- Orlicz classes, defined in...
Abstract. We use the approximation properties of the Faber poly-nomials to obtain some direct theore...
Abstract. We prove a direct theorem for polynomial approximation of func-tions in certain subclasses...
We use the approximation properties of the Faber polynomials to obtain some direct theorems of the p...
Let G be a doubly-connected domain bounded by Dini-smooth curves. In this work. the approximation pr...
Let Gamma be a quasi-smooth curve in the complex plane C. In this study, a direct theorem of approxi...
In this work, we investigate the approximation problems in weighted Smirnov-Orlicz classes. We prove...
Let G ? ? be a finite Jordan domain with a Dini-smooth boundary. In this study an inverse theorem fo...
In this work the approximation of functions by linear means of Fourier series in reflexive Orlicz sp...
Let Γ be a quasi-smooth curve in the complex plane ℂ. In this study, a direct theorem of approximati...
The approximation theory contains many statements where the rate of approximation of a function by ...
Let Gamma be a Dini-smooth curve in the complex plane C. In this study we prove inverse theorem of a...
Let F be a Dini- smooth curve in the complex plane C. In this study we prove inverse theorem of appr...
In this work some direct theorems of approximation theory in the Smirnov-Orlicz classes, defined in ...
AbstractLet Γ be a Dini-smooth curve in the complex plane, and let G:=IntΓ. We prove some direct and...
In this work some direct theorems of approximation theory in the Smirnov- Orlicz classes, defined in...
Abstract. We use the approximation properties of the Faber poly-nomials to obtain some direct theore...
Abstract. We prove a direct theorem for polynomial approximation of func-tions in certain subclasses...
We use the approximation properties of the Faber polynomials to obtain some direct theorems of the p...
Let G be a doubly-connected domain bounded by Dini-smooth curves. In this work. the approximation pr...
Let Gamma be a quasi-smooth curve in the complex plane C. In this study, a direct theorem of approxi...
In this work, we investigate the approximation problems in weighted Smirnov-Orlicz classes. We prove...
Let G ? ? be a finite Jordan domain with a Dini-smooth boundary. In this study an inverse theorem fo...
In this work the approximation of functions by linear means of Fourier series in reflexive Orlicz sp...
Let Γ be a quasi-smooth curve in the complex plane ℂ. In this study, a direct theorem of approximati...
The approximation theory contains many statements where the rate of approximation of a function by ...
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