For the Dunkl operator Λα (α > −1/2) on the space of entire functions on the complex space C, the critical rate of growth for the integral means Mp(f, r) of their hypercyclic functions f is obtained. The rate of growth of the corresponding frequently hypercyclic functions is also analyzed.Plan Andaluz de Investigación (Junta de Andalucía)Ministerio de Economía y CompetitividadFondo Europeo de Desarrollo Regiona
In this paper, an eigenvalue criterion for hypercyclicity due to the first author is improved. As a ...
Abstract. We show that the translation operator T: f(z) ! f(z + 1); acting on certain Hilbert spaces...
AbstractIn this paper, we provide some extensions of earlier results about hypercyclicity of some op...
AbstractWe solve a problem posed by Bonilla and Grosse-Erdmann (2007) [7] by constructing an entire ...
AbstractLet be a weighted shift operator on the space of entire functions. Suppose that |aa| → ∞ mo...
AbstractWe solve a problem posed by Bonilla and Grosse-Erdmann (2007) [7] by constructing an entire ...
AbstractLet be a weighted shift operator on the space of entire functions. Suppose that |aa| → ∞ mo...
We study the rate of growth of entire functions that are distributionally irregular for the differe...
Motivated by recent work on the rate of growth of frequently hypercyclic entire functions due to Bla...
In this paper the exponential type of hypercyclic entire functions with respect to a sequence (Φn(D...
We show that exponential growth is the critical discrete rate of growth for zero-free entire functio...
Motivated by recent work on the rate of growth of frequently hypercyclic entire functions due to Bla...
AbstractWe show that exponential growth is the critical discrete rate of growth for zero-free entire...
In this paper, a criterion for a sequence of composition operators defined on the space of holomorph...
In this paper, we provide some extensions of earlier results about hypercyclicity of some operators ...
In this paper, an eigenvalue criterion for hypercyclicity due to the first author is improved. As a ...
Abstract. We show that the translation operator T: f(z) ! f(z + 1); acting on certain Hilbert spaces...
AbstractIn this paper, we provide some extensions of earlier results about hypercyclicity of some op...
AbstractWe solve a problem posed by Bonilla and Grosse-Erdmann (2007) [7] by constructing an entire ...
AbstractLet be a weighted shift operator on the space of entire functions. Suppose that |aa| → ∞ mo...
AbstractWe solve a problem posed by Bonilla and Grosse-Erdmann (2007) [7] by constructing an entire ...
AbstractLet be a weighted shift operator on the space of entire functions. Suppose that |aa| → ∞ mo...
We study the rate of growth of entire functions that are distributionally irregular for the differe...
Motivated by recent work on the rate of growth of frequently hypercyclic entire functions due to Bla...
In this paper the exponential type of hypercyclic entire functions with respect to a sequence (Φn(D...
We show that exponential growth is the critical discrete rate of growth for zero-free entire functio...
Motivated by recent work on the rate of growth of frequently hypercyclic entire functions due to Bla...
AbstractWe show that exponential growth is the critical discrete rate of growth for zero-free entire...
In this paper, a criterion for a sequence of composition operators defined on the space of holomorph...
In this paper, we provide some extensions of earlier results about hypercyclicity of some operators ...
In this paper, an eigenvalue criterion for hypercyclicity due to the first author is improved. As a ...
Abstract. We show that the translation operator T: f(z) ! f(z + 1); acting on certain Hilbert spaces...
AbstractIn this paper, we provide some extensions of earlier results about hypercyclicity of some op...