Add to ORKGIt is shown in this short note the existence, for each nonzero member of the ideal of D-multiples of convolution operators acting on the space of entire functions, of a scalar multiple of it supporting a hypercyclic algebra.Plan Andaluz de Investigación (Junta de Andalucía)Ministerio de Economía y Competitividad (MINECO). Españ
Let $(T_\lambda)_{\lambda\in\Lambda}$ be a family of operators acting on a $F$-space $X$, where the ...
In this paper, an eigenvalue criterion for hypercyclicity due to the first author is improved. As a ...
AbstractA result of Godefroy and Shapiro states that the convolution operators on the space of entir...
[EN] We provide an alternative proof to those by Shkarin and by Bayart and Matheron that the operato...
We study the existence of hypercyclic algebras for convolution operators Φ(D) on the space of entire...
An operator T on a Fréchet space X is said to be hypercyclic if it has a dense orbit. In that case, ...
AbstractA sequence T=(Tn) of continuous linear operators Tn:X→X is said to be hypercyclic if there e...
In this paper the exponential type of hypercyclic entire functions with respect to a sequence (Φn(D...
A classical result of Birkhoff states that every nontrivial translation operator on the space H (C) ...
AbstractWe treat the question of existence of common hypercyclic vectors for families of continuous ...
In this paper, we provide some extensions of earlier results about hypercyclicity of some operators ...
[EN] We show that any convolution operator induced by a non-constant polynomial that vanishes at ze...
AbstractIn this paper, we provide some extensions of earlier results about hypercyclicity of some op...
In this work, we study some results of the hypercyclicity theory. We show the proof of the first kn...
A result of Godefroy and Shapiro states that the convolution operators on the space of entire functi...
Let $(T_\lambda)_{\lambda\in\Lambda}$ be a family of operators acting on a $F$-space $X$, where the ...
In this paper, an eigenvalue criterion for hypercyclicity due to the first author is improved. As a ...
AbstractA result of Godefroy and Shapiro states that the convolution operators on the space of entir...
[EN] We provide an alternative proof to those by Shkarin and by Bayart and Matheron that the operato...
We study the existence of hypercyclic algebras for convolution operators Φ(D) on the space of entire...
An operator T on a Fréchet space X is said to be hypercyclic if it has a dense orbit. In that case, ...
AbstractA sequence T=(Tn) of continuous linear operators Tn:X→X is said to be hypercyclic if there e...
In this paper the exponential type of hypercyclic entire functions with respect to a sequence (Φn(D...
A classical result of Birkhoff states that every nontrivial translation operator on the space H (C) ...
AbstractWe treat the question of existence of common hypercyclic vectors for families of continuous ...
In this paper, we provide some extensions of earlier results about hypercyclicity of some operators ...
[EN] We show that any convolution operator induced by a non-constant polynomial that vanishes at ze...
AbstractIn this paper, we provide some extensions of earlier results about hypercyclicity of some op...
In this work, we study some results of the hypercyclicity theory. We show the proof of the first kn...
A result of Godefroy and Shapiro states that the convolution operators on the space of entire functi...
Let $(T_\lambda)_{\lambda\in\Lambda}$ be a family of operators acting on a $F$-space $X$, where the ...
In this paper, an eigenvalue criterion for hypercyclicity due to the first author is improved. As a ...
AbstractA result of Godefroy and Shapiro states that the convolution operators on the space of entir...