AbstractIn this paper, we show that for a wide class of operators T—including infinite order differential operators, and multiplication and composition operators—acting on the space H(D) of holomorphic functions in the unit disk D, we have most functions f∈H(D) which enjoy the property that Tf has maximal radial cluster set at any boundary point
International audienceGiven a domain of holomorphy D in C N , N ≥ 2, we show that the set of holomor...
Let Ω be a domain in the N-dimensional real space, L be an elliptic differential operator, and (Tn)...
In this paper we construct a large class of multiplication operators on reproducing kernel Hilbert s...
In this paper, we show that for a wide class of operators T –including infi- nite order differentia...
AbstractIn this paper, we show that for a wide class of operators T—including infinite order differe...
peer reviewedWe consider the space of meromorphic functions in the unit disk $\D$ and show that ther...
This is an expository paper where we relate some aspects of the problem of looking for holomorphic f...
We study linear and algebraic structures in sets of bounded holomorphic functions on the ball which ...
AbstractLet (φn) be a sequence of holomorphic self-maps of a Jordan domain G in the complex plane. U...
We link the overconvergence properties of certain Taylor series in the unit disk to the maximality ...
Let (φn) be a sequence of holomorphic self-maps of a Jordan domain G in the complex plane. Under ap...
The existence of a dense linear manifold of holomorphic functions on a Jordan domain having except ...
We study the cluster value theorem for Hb(X), the Fréchet algebra of holomorphic functions bounded o...
We are interested in functions analytic in the unit disc D of the complex plane C with a wild behavi...
Let ℂ ⊆ ℂN be a Runge region and let H(ℂ) denote the Fréhet space of holomorphic functions on ℂ. In ...
International audienceGiven a domain of holomorphy D in C N , N ≥ 2, we show that the set of holomor...
Let Ω be a domain in the N-dimensional real space, L be an elliptic differential operator, and (Tn)...
In this paper we construct a large class of multiplication operators on reproducing kernel Hilbert s...
In this paper, we show that for a wide class of operators T –including infi- nite order differentia...
AbstractIn this paper, we show that for a wide class of operators T—including infinite order differe...
peer reviewedWe consider the space of meromorphic functions in the unit disk $\D$ and show that ther...
This is an expository paper where we relate some aspects of the problem of looking for holomorphic f...
We study linear and algebraic structures in sets of bounded holomorphic functions on the ball which ...
AbstractLet (φn) be a sequence of holomorphic self-maps of a Jordan domain G in the complex plane. U...
We link the overconvergence properties of certain Taylor series in the unit disk to the maximality ...
Let (φn) be a sequence of holomorphic self-maps of a Jordan domain G in the complex plane. Under ap...
The existence of a dense linear manifold of holomorphic functions on a Jordan domain having except ...
We study the cluster value theorem for Hb(X), the Fréchet algebra of holomorphic functions bounded o...
We are interested in functions analytic in the unit disc D of the complex plane C with a wild behavi...
Let ℂ ⊆ ℂN be a Runge region and let H(ℂ) denote the Fréhet space of holomorphic functions on ℂ. In ...
International audienceGiven a domain of holomorphy D in C N , N ≥ 2, we show that the set of holomor...
Let Ω be a domain in the N-dimensional real space, L be an elliptic differential operator, and (Tn)...
In this paper we construct a large class of multiplication operators on reproducing kernel Hilbert s...
DOI
Add to ORKG