Add to ORKGIn this work we investigate the approximation problems of the functions by Fejer sums of Fourier series in the reflexive weighted Orlicz spaces with Muckenhoupt weights and of the functions by Fejer sums of Faber series in weighted Smirnov-Orlicz classes defined on simply connected domains with a Dini-smooth boundary of the complex plane
Let G be finite Jordan domain bounded a Dini smoth curve Gamma in the complex plane C. We investigat...
In the present work, we proved a refined direct theorem and an exact inverse theorem of trigonometri...
Let G be a doubly connected domain in the complex plane C, bounded by Ahlfors 1-regular curves. In t...
In this work we investigate the approximation problems of the functions by Fejér sums of Fourier ser...
In this work the approximation of functions by linear means of Fourier series in reflexive weighted ...
In this work the approximation of functions by linear means of Fourier series in reflexive Orlicz sp...
In the present work, we investigate the approximation problems of the functions by Fejér, and Zygmun...
In the present work, we investigate estimates of the deviations of the periodic functions from the l...
In this work the approximation problems of the functions by matrix transforms in weighted Orlicz spa...
In this work, the approximation properties of the matrix submethods in weighted Orlicz spaces with M...
Let G be a doubly-connected domain bounded by Dini-smooth curves. In this work. the approximation pr...
In this work, we investigate the approximation problems in weighted Smirnov-Orlicz classes. We prove...
In this work some direct theorems of approximation theory in the Smirnov-Orlicz classes, defined in ...
In this work some direct theorems of approximation theory in the Smirnov- Orlicz classes, defined in...
In this work, the approximation properties of the matrix submethods in weighted Orlicz spaces with M...
Let G be finite Jordan domain bounded a Dini smoth curve Gamma in the complex plane C. We investigat...
In the present work, we proved a refined direct theorem and an exact inverse theorem of trigonometri...
Let G be a doubly connected domain in the complex plane C, bounded by Ahlfors 1-regular curves. In t...
In this work we investigate the approximation problems of the functions by Fejér sums of Fourier ser...
In this work the approximation of functions by linear means of Fourier series in reflexive weighted ...
In this work the approximation of functions by linear means of Fourier series in reflexive Orlicz sp...
In the present work, we investigate the approximation problems of the functions by Fejér, and Zygmun...
In the present work, we investigate estimates of the deviations of the periodic functions from the l...
In this work the approximation problems of the functions by matrix transforms in weighted Orlicz spa...
In this work, the approximation properties of the matrix submethods in weighted Orlicz spaces with M...
Let G be a doubly-connected domain bounded by Dini-smooth curves. In this work. the approximation pr...
In this work, we investigate the approximation problems in weighted Smirnov-Orlicz classes. We prove...
In this work some direct theorems of approximation theory in the Smirnov-Orlicz classes, defined in ...
In this work some direct theorems of approximation theory in the Smirnov- Orlicz classes, defined in...
In this work, the approximation properties of the matrix submethods in weighted Orlicz spaces with M...
Let G be finite Jordan domain bounded a Dini smoth curve Gamma in the complex plane C. We investigat...
In the present work, we proved a refined direct theorem and an exact inverse theorem of trigonometri...
Let G be a doubly connected domain in the complex plane C, bounded by Ahlfors 1-regular curves. In t...