Add to ORKGAbstract. Using an integral representation on infinite domains with a qua-siconformal boundary the generalized Faber series for the functions in the Bergman space A2(G) are defined and their approximative properties are in-vestigated. 1
Let G be a doubly connected domain bounded by regular curves. In this work, the approximation of the...
AbstractLet G be a doubly-connected domain bounded by Dini-smooth curves. In this work, the approxim...
In this dissertation we are interested in studying two extremal problems in the Bergman space. The t...
AbstractIn this work, for the first time, generalized Faber series for functions in the Bergman spac...
Let G be finite Jordan domain bounded a Dini smoth curve Gamma in the complex plane C. We investigat...
AbstractA general approximation method is investigated for the numerical evaluation of the singular ...
The aim to be attained is study of properties of superconvergence and universality of series based o...
The description of a conjugate space to the space of Bergman is the aim of the paper as well as the ...
AbstractLetBH∞(Ω) be the space of analytic functionsfin the region Ω for which |f(z)| ≤ 1,z∈ Ω, and ...
The aim of this thesis is derive a set of polynomials defined on simply connected domains, the Faber...
AbstractAlthough well known in function theory. Faber polynomials and the Faber transform have only ...
Let G be a doubly-connected domain bounded by regular curves. In this work, the approx- imation prop...
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 ...
Let G be a doubly connected domain bounded by regular curves. In this work, the approximation of the...
AbstractLet G be a doubly-connected domain bounded by Dini-smooth curves. In this work, the approxim...
In this dissertation we are interested in studying two extremal problems in the Bergman space. The t...
AbstractIn this work, for the first time, generalized Faber series for functions in the Bergman spac...
Let G be finite Jordan domain bounded a Dini smoth curve Gamma in the complex plane C. We investigat...
AbstractA general approximation method is investigated for the numerical evaluation of the singular ...
The aim to be attained is study of properties of superconvergence and universality of series based o...
The description of a conjugate space to the space of Bergman is the aim of the paper as well as the ...
AbstractLetBH∞(Ω) be the space of analytic functionsfin the region Ω for which |f(z)| ≤ 1,z∈ Ω, and ...
The aim of this thesis is derive a set of polynomials defined on simply connected domains, the Faber...
AbstractAlthough well known in function theory. Faber polynomials and the Faber transform have only ...
Let G be a doubly-connected domain bounded by regular curves. In this work, the approx- imation prop...
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 ...
Let G be a doubly connected domain bounded by regular curves. In this work, the approximation of the...
AbstractLet G be a doubly-connected domain bounded by Dini-smooth curves. In this work, the approxim...
In this dissertation we are interested in studying two extremal problems in the Bergman space. The t...