Add to ORKGRecent work by several authors has revealed the existence of many unexpected classes of normal weighted composition operators. On the other hand, it is known that every normal operator is a complex symmetric operator. We therefore undertake the study of complex symmetric weighted composition operators, identifying several new classes of such operators
Garcia has motivated much interest in complex symmetric operators. He and Hammond initiated the sear...
We consider moderately growing weight functions $v$ on the upper half plane $\mathbb G$ called norma...
AbstractWe study the closure CSO¯ of the set CSO of all complex symmetric operators on a separable, ...
Recent work by several authors has revealed the existence of many unexpected classes of normal weigh...
summary:This paper identifies a class of complex symmetric weighted composition operators on $H^2(\m...
With the techniques of weighted composition operators, we introduce a new concept of general weighte...
We characterize all selfadjoint as well as all unitary anti-linear weighted composition operators ac...
In this thesis, we investigate the complex symmetric structure of weighted composition operators on...
In this paper we study weighted composition operators $W_{g,\psi}$ commuting with complex symmetric ...
The main results of the thesis lie at the intersection of three areas: dynamical systems, complex sy...
We study the complex symmetric structure of weighted composition operators of the form Wψ,ϕ on the ...
We say that an operator $T \in B(H)$ is complex symmetric if there exists a conjugate-linear, isomet...
In this paper we study a class of C-normal weighted composition operators Wψ,φ on the Fock space F2(...
This thesis contains some results on weighted composition operators on weighted Hardy spaces of the ...
AbstractWe study weighted composition operators on Hilbert spaces of analytic functions on the unit ...
Garcia has motivated much interest in complex symmetric operators. He and Hammond initiated the sear...
We consider moderately growing weight functions $v$ on the upper half plane $\mathbb G$ called norma...
AbstractWe study the closure CSO¯ of the set CSO of all complex symmetric operators on a separable, ...
Recent work by several authors has revealed the existence of many unexpected classes of normal weigh...
summary:This paper identifies a class of complex symmetric weighted composition operators on $H^2(\m...
With the techniques of weighted composition operators, we introduce a new concept of general weighte...
We characterize all selfadjoint as well as all unitary anti-linear weighted composition operators ac...
In this thesis, we investigate the complex symmetric structure of weighted composition operators on...
In this paper we study weighted composition operators $W_{g,\psi}$ commuting with complex symmetric ...
The main results of the thesis lie at the intersection of three areas: dynamical systems, complex sy...
We study the complex symmetric structure of weighted composition operators of the form Wψ,ϕ on the ...
We say that an operator $T \in B(H)$ is complex symmetric if there exists a conjugate-linear, isomet...
In this paper we study a class of C-normal weighted composition operators Wψ,φ on the Fock space F2(...
This thesis contains some results on weighted composition operators on weighted Hardy spaces of the ...
AbstractWe study weighted composition operators on Hilbert spaces of analytic functions on the unit ...
Garcia has motivated much interest in complex symmetric operators. He and Hammond initiated the sear...
We consider moderately growing weight functions $v$ on the upper half plane $\mathbb G$ called norma...
AbstractWe study the closure CSO¯ of the set CSO of all complex symmetric operators on a separable, ...