Add to ORKGThe aim to be attained is study of properties of superconvergence and universality of series based on Faber polynominals relating to the questions of superconvergence and universality have been obtained. The field of application covers the theory of approximations, theory of Faber series, theory of limited sets, theory of summation of functional seriesAvailable from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio
The Faber polynomials for a region of the complex plane are of interest as a basis for polynomial ap...
In this paper we consider a method based on Faber polynomials for the approximation of functions of ...
This doctoral thesis is on interpolation and approximation problems in the complex plane which are m...
AbstractAlthough well known in function theory. Faber polynomials and the Faber transform have only ...
Walsh introduced a generalisation of Faber polynomials to certain compact sets which need not be con...
The aim of this thesis is derive a set of polynomials defined on simply connected domains, the Faber...
AbstractIn this work, for the first time, generalized Faber series for functions in the Bergman spac...
We use the approximation properties of the Faber polynomials to obtain some direct theorems of the p...
The Universal functional series have been studied by many authors since 1906, the year when the Hung...
In this paper, we establish the equivalence between the overconvergence of a Faber series and the ex...
Background. We investigate the relationship between the boundedness of Lebesgue constants for the La...
AbstractWith any probability measure μ on [−1, 1] we associate a sequence of polynomials Fn(z) which...
Abstract. Using an integral representation on infinite domains with a qua-siconformal boundary the g...
With the differential calculus on the Faber polynomials, we calcu-late the Faber polynomials for pow...
Applying the Faber polynomial coefficient expansions to certain classes of meromorphic bistarlike fu...
The Faber polynomials for a region of the complex plane are of interest as a basis for polynomial ap...
In this paper we consider a method based on Faber polynomials for the approximation of functions of ...
This doctoral thesis is on interpolation and approximation problems in the complex plane which are m...
AbstractAlthough well known in function theory. Faber polynomials and the Faber transform have only ...
Walsh introduced a generalisation of Faber polynomials to certain compact sets which need not be con...
The aim of this thesis is derive a set of polynomials defined on simply connected domains, the Faber...
AbstractIn this work, for the first time, generalized Faber series for functions in the Bergman spac...
We use the approximation properties of the Faber polynomials to obtain some direct theorems of the p...
The Universal functional series have been studied by many authors since 1906, the year when the Hung...
In this paper, we establish the equivalence between the overconvergence of a Faber series and the ex...
Background. We investigate the relationship between the boundedness of Lebesgue constants for the La...
AbstractWith any probability measure μ on [−1, 1] we associate a sequence of polynomials Fn(z) which...
Abstract. Using an integral representation on infinite domains with a qua-siconformal boundary the g...
With the differential calculus on the Faber polynomials, we calcu-late the Faber polynomials for pow...
Applying the Faber polynomial coefficient expansions to certain classes of meromorphic bistarlike fu...
The Faber polynomials for a region of the complex plane are of interest as a basis for polynomial ap...
In this paper we consider a method based on Faber polynomials for the approximation of functions of ...
This doctoral thesis is on interpolation and approximation problems in the complex plane which are m...