Let Γ be a quasi-smooth curve in the complex plane ℂ. In this study, a direct theorem of approximation theory in certain subclasses of the functions which have continuous derivatives through order r on a closed curve Γ is proved. © 2011 King Fahd University of Petroleum and Minerals
Let G be finite Jordan domain bounded a Dini smoth curve Gamma in the complex plane C. We investigat...
AbstractSome aspects of simultaneous rational approximation of a function f(z) and its derivatives o...
AbstractLet L be an arbitrary quasidisk, and ƒ analytic in G and continuous on Ḡ. We prove two theor...
Let Gamma be a quasi-smooth curve in the complex plane C. In this study, a direct theorem of approxi...
In the present paper the direct theorem on approximation of classes of harmonic functions with singu...
In the present paper the direct theorem on approximation of classes of harmonic functions with singu...
Abstract. We give necessary and sufficient topological conditions for a simple closed curve on a rea...
In this thesis; on quasi-conform arcs in terms of estimates depending on the point constructive ch...
Let Gamma be a Dini-smooth curve in the complex plane C. In this study we prove inverse theorem of a...
We generalize a classical Bernstein Theorem about approximation of functions on the real line by ent...
Let G be a doubly connected domain bounded by regular curves. In this work, the approximation of the...
We construct polynomial approximations for continuous functions f defined on a quasi-smooth (in the ...
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...
AbstractFor a large class of functions G, defined in a neighborhood of the origin in the complex pla...
Let G be finite Jordan domain bounded a Dini smoth curve Gamma in the complex plane C. We investigat...
AbstractSome aspects of simultaneous rational approximation of a function f(z) and its derivatives o...
AbstractLet L be an arbitrary quasidisk, and ƒ analytic in G and continuous on Ḡ. We prove two theor...
Let Gamma be a quasi-smooth curve in the complex plane C. In this study, a direct theorem of approxi...
In the present paper the direct theorem on approximation of classes of harmonic functions with singu...
In the present paper the direct theorem on approximation of classes of harmonic functions with singu...
Abstract. We give necessary and sufficient topological conditions for a simple closed curve on a rea...
In this thesis; on quasi-conform arcs in terms of estimates depending on the point constructive ch...
Let Gamma be a Dini-smooth curve in the complex plane C. In this study we prove inverse theorem of a...
We generalize a classical Bernstein Theorem about approximation of functions on the real line by ent...
Let G be a doubly connected domain bounded by regular curves. In this work, the approximation of the...
We construct polynomial approximations for continuous functions f defined on a quasi-smooth (in the ...
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...
AbstractFor a large class of functions G, defined in a neighborhood of the origin in the complex pla...
Let G be finite Jordan domain bounded a Dini smoth curve Gamma in the complex plane C. We investigat...
AbstractSome aspects of simultaneous rational approximation of a function f(z) and its derivatives o...
AbstractLet L be an arbitrary quasidisk, and ƒ analytic in G and continuous on Ḡ. We prove two theor...
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