In this paper we study complex symmetric weighted composition operators on the Hardy
space. We provide some characterizations of ψ and φ when a weighted composition …

Normal and isometric weighted composition operators on the Fock space | Bulletin of the
London Mathematical Society | Oxford Academic Skip to Main Content Advertisement Oxford …

Recent 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 …

We study the complex symmetric structure of weighted composition operators of the form W
ψ, φ on the Hilbert space H γ (D) of holomorphic functions over the open unit disk D with …

We study weighted composition operators on Hilbert spaces of analytic functions on the unit
ball with kernels of the form (1−〈 z, w〉)− γ for γ> 0. We find necessary and sufficient …

Let $\varphi $ be an analytic self-map of the open unit disk $\mathbb {D} $. We study the
complex symmetry of composition operators $ C_\varphi $ on weighted Hardy spaces …

We characterize the spectrum and essential spectrum of" essentially linear fractional"
composition operators acting upon the Hardy space H2 (𝕌) of the open unit disc 𝕌. When …

The lattice of closed invariant subspaces of the Volterra operator acting on L 2 (0, 1) was
completely described by Sarason [8]. On the other hand, he explicitly found the lattice of …

In this paper we study normal and cohyponormal weighted composition operators on the
Hardy space H 2. We show that if W f, ϕ is cohyponormal, then f is outer and ϕ is univalent …

Composition operators with analytic symbols on some reproducing kernel Hilbert spaces of
entire functions on a complex Hilbert space are studied. The questions of their …