Abstract: In this article we study the function algebra generated by z2 and g2 on a small closed disk centred at the origin of the complex plane. We prove, using a biholomorphic change of coordinates and already developed techniques in this area, that for a large class of functions g this algebra consists of all continuous functions on the disk. Keywords: 2000 Mathematics Subject Classifications: 46J10; 32E2
We describe bounded, holomorphic functions on the complex 2-disc, that admit meromorphic extension t...
Abstract Our purpose in the present investigation is to study certain geometric properties such as t...
In this paper we study some geometrical properties of certain classes of uniform algebras, in partic...
This paper is a continuation of [P]. The main result of [P] is that there are functions G defined i...
AbstractThis work is a continuation of [7]. In that paper, a sufficient condition was given on a rea...
AbstractFor a large class of functions G, defined in a neighborhood of the origin in the complex pla...
AbstractWe consider Lagrange interpolation polynomials for functions in the disk algebra with nodes ...
AbstractIt is shown that on closed disks D around the origin in the complex plane and for every inte...
It is well known that the disk algebra A(T) has a basis [1] and that H1(T) has an unconditional basi...
AbstractWe give new proofs of a theorem of A. Browder and J. Wermer and a theorem of A. Davie which ...
We provide an analytic proof that if H ∞ is the algebra of bounded analytic functions on the unit di...
College of Science and Medical Studies King Saud University. P.O. Box 22452 Riyadh 11405, Saudi Arab...
Let F be a family of continuous functions defined on a compact interval. We give a sufficient condit...
AbstractIn this paper, the order of simultaneous approximation and Voronovskaja-type theorems with q...
International audienceWe provide with a simple and explicit construction of a function in the disc a...
We describe bounded, holomorphic functions on the complex 2-disc, that admit meromorphic extension t...
Abstract Our purpose in the present investigation is to study certain geometric properties such as t...
In this paper we study some geometrical properties of certain classes of uniform algebras, in partic...
This paper is a continuation of [P]. The main result of [P] is that there are functions G defined i...
AbstractThis work is a continuation of [7]. In that paper, a sufficient condition was given on a rea...
AbstractFor a large class of functions G, defined in a neighborhood of the origin in the complex pla...
AbstractWe consider Lagrange interpolation polynomials for functions in the disk algebra with nodes ...
AbstractIt is shown that on closed disks D around the origin in the complex plane and for every inte...
It is well known that the disk algebra A(T) has a basis [1] and that H1(T) has an unconditional basi...
AbstractWe give new proofs of a theorem of A. Browder and J. Wermer and a theorem of A. Davie which ...
We provide an analytic proof that if H ∞ is the algebra of bounded analytic functions on the unit di...
College of Science and Medical Studies King Saud University. P.O. Box 22452 Riyadh 11405, Saudi Arab...
Let F be a family of continuous functions defined on a compact interval. We give a sufficient condit...
AbstractIn this paper, the order of simultaneous approximation and Voronovskaja-type theorems with q...
International audienceWe provide with a simple and explicit construction of a function in the disc a...
We describe bounded, holomorphic functions on the complex 2-disc, that admit meromorphic extension t...
Abstract Our purpose in the present investigation is to study certain geometric properties such as t...
In this paper we study some geometrical properties of certain classes of uniform algebras, in partic...
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