Abstract
We consider an equivalent condition to the property of Supercyclicity Criterion, and then we investigate this property for the adjoint of weighted composition operators acting on Hilbert spaces of analytic functions.
Highlights
Let T be a bounded linear operator on H
We consider an equivalent condition to the property of Supercyclicity Criterion, and we investigate this property for the adjoint of weighted composition operators acting on Hilbert spaces of analytic functions
We will investigate the property of Hypercyclicity Criterion for a linear operator and in the special case, we will give sufficient conditions for the adjoint of a weighted composition operator associated with elliptic composition function which satisfies the Supercyclicity Criterion
Summary
We consider an equivalent condition to the property of Supercyclicity Criterion, and we investigate this property for the adjoint of weighted composition operators acting on Hilbert spaces of analytic functions
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