We give sufficient conditions under which a weighted composition operator on a Hilbert space of analytic functions is not weakly supercyclic. Also, we give some necessary and sufficient conditions for hypercyclicity and supercyclicity of weighted composition operators on the space of analytic functions on the open unit disc
This thesis contains some results on weighted composition operators on weighted Hardy spaces of the ...
We extend some results related to composition operators on Hv(G) to arbitrary linear operators on Hv...
AbstractA bounded linear operator T acting on a Banach space B is called weakly hypercyclic if there...
In this paper, weakly supercyclicity and weakly hypercyclicity of composition operators on some Hil...
summary:In this paper, we discuss the hypercyclicity, supercyclicity and cyclicity of the adjoint of...
Several methods based on an easy geometric argument are provided to prove that a given operator is n...
We consider composition operators in the analytic weighted Hilbert space. Various criteria on bounde...
Abstract: This paper discusses the existence of a sufficient condition for an operator to be weakly ...
Abstract. In the present paper we investigate the hypercyclicity of the adjoint of weighted composit...
“Dedicated to Mola Ali” In this paper we give some sufficient conditions for the adjoint of the mult...
This paper aims at studying the boundedness and compactness of weighted composition operator betwee...
An operator (linear and continuous) in a Fréchet space is hypercyclic if there exists a vector whose...
Operators on function spaces acting by composition to the right with a fixed selfmap φ of some set a...
summary:In this paper we give some sufficient conditions for the adjoint of a weighted composition o...
Our aim in this paper is to study weak compactness of composition operators between weighted spaces ...
This thesis contains some results on weighted composition operators on weighted Hardy spaces of the ...
We extend some results related to composition operators on Hv(G) to arbitrary linear operators on Hv...
AbstractA bounded linear operator T acting on a Banach space B is called weakly hypercyclic if there...
In this paper, weakly supercyclicity and weakly hypercyclicity of composition operators on some Hil...
summary:In this paper, we discuss the hypercyclicity, supercyclicity and cyclicity of the adjoint of...
Several methods based on an easy geometric argument are provided to prove that a given operator is n...
We consider composition operators in the analytic weighted Hilbert space. Various criteria on bounde...
Abstract: This paper discusses the existence of a sufficient condition for an operator to be weakly ...
Abstract. In the present paper we investigate the hypercyclicity of the adjoint of weighted composit...
“Dedicated to Mola Ali” In this paper we give some sufficient conditions for the adjoint of the mult...
This paper aims at studying the boundedness and compactness of weighted composition operator betwee...
An operator (linear and continuous) in a Fréchet space is hypercyclic if there exists a vector whose...
Operators on function spaces acting by composition to the right with a fixed selfmap φ of some set a...
summary:In this paper we give some sufficient conditions for the adjoint of a weighted composition o...
Our aim in this paper is to study weak compactness of composition operators between weighted spaces ...
This thesis contains some results on weighted composition operators on weighted Hardy spaces of the ...
We extend some results related to composition operators on Hv(G) to arbitrary linear operators on Hv...
AbstractA bounded linear operator T acting on a Banach space B is called weakly hypercyclic if there...
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