Add to ORKGLet X be a Banach space of analytic functions on some bounded domain G C _ C such that T ' C _ X, where T ' is the set of analytic polynomials. A natural question to raise is the following, when is T ' dense in X? We address this question for the case that X is equal to H t (G). The
Let X be a compact subset of the complex plane. Let R(X) denote the space of all rational functions ...
Under certain hypotheses on the Banach space X, we show that the set of N-homogeneous polynomials fr...
This paper presents sufficient conditions for a translation invariant subspace of $L_1(\R^n)\cap N_Φ...
Let X and Y be Banach spaces. Let P(X-n : Y) be the space of all Y-valued continuous n-homogeneous p...
Sem PDF conforme despacho.Let \(X\) be a separable Banach function space on the unit circle \(\T\) a...
International audienceLet K be an ultrametric complete algebraically closed field, let D be a disk {...
Under certain hypotheses on the Banach space X, we prove that the set of analytic functions in Au(X)...
We formulate a necessary and sufficient condition for polynomials to be dense in a space of continuo...
AbstractUnder certain hypotheses on the Banach space X, we show that the set of N-homogeneous polyno...
ABSTRACT. Let PI denote the Banach space composed of all bounded derivatives f of everywhere differe...
AbstractWe show that on a complex Banach space X, the functions uniformly continuous on the closed u...
Let X represent either a space C[−1,1] or Lpα,β(w), 1 ≤ p < ∞, of functions on [−1,1]. It is well...
AbstractUsing the variational method, it is shown that the set of all strong peak functions in a clo...
We provide an abstract approach to approximation with a wide range of regularity classes X in spaces...
AbstractIn this paper we shall study Hardy spaces of analytic functions in a strip S. Our main resul...
Let X be a compact subset of the complex plane. Let R(X) denote the space of all rational functions ...
Under certain hypotheses on the Banach space X, we show that the set of N-homogeneous polynomials fr...
This paper presents sufficient conditions for a translation invariant subspace of $L_1(\R^n)\cap N_Φ...
Let X and Y be Banach spaces. Let P(X-n : Y) be the space of all Y-valued continuous n-homogeneous p...
Sem PDF conforme despacho.Let \(X\) be a separable Banach function space on the unit circle \(\T\) a...
International audienceLet K be an ultrametric complete algebraically closed field, let D be a disk {...
Under certain hypotheses on the Banach space X, we prove that the set of analytic functions in Au(X)...
We formulate a necessary and sufficient condition for polynomials to be dense in a space of continuo...
AbstractUnder certain hypotheses on the Banach space X, we show that the set of N-homogeneous polyno...
ABSTRACT. Let PI denote the Banach space composed of all bounded derivatives f of everywhere differe...
AbstractWe show that on a complex Banach space X, the functions uniformly continuous on the closed u...
Let X represent either a space C[−1,1] or Lpα,β(w), 1 ≤ p < ∞, of functions on [−1,1]. It is well...
AbstractUsing the variational method, it is shown that the set of all strong peak functions in a clo...
We provide an abstract approach to approximation with a wide range of regularity classes X in spaces...
AbstractIn this paper we shall study Hardy spaces of analytic functions in a strip S. Our main resul...
Let X be a compact subset of the complex plane. Let R(X) denote the space of all rational functions ...
Under certain hypotheses on the Banach space X, we show that the set of N-homogeneous polynomials fr...
This paper presents sufficient conditions for a translation invariant subspace of $L_1(\R^n)\cap N_Φ...