Results 101 to 110 of about 2,965 (120)
Weak disjointness of hypercyclic operators
Li, Jian, Liao, Qijing, Ruan, Yonghang
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A new class of frequently hypercyclic operators, with applications
Sophie Grivaux
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The interplay between recurrence and hypercyclicity in dissipative contexts
RACSAM, 2023Motivated by recent investigations [9, 10] on the notion of recurrence in linear dynamics, we deepen into the notions of recurrence and frequent recurrence in the setting of dissipative composition operators with bounded distortion, a class of linear ...
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Frequent hypercyclicity of the tensor products of composition operators on weighted Dirichlet spaces
Complex Variables and Elliptic Equations, 2023In this paper, we mainly study the frequent hypercyclicity of a scalar multiple of the tensor product of two linear fractional composition operators $ \lambda C_{\varphi }\otimes C_{\psi } $ λCφ⊗Cψ on $ S_{\nu }\otimes S_{\nu } $ Sν⊗Sν, where $ S_{\nu } $
Zhitao Guo
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International Mathematical Forum, 2022
The aim of this paper is to study the hypercyclicity of the adjoint of weighted composition operators on the vector-valued analytic reproducing kernel Hilbert spaces.
Zhitao Guo
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The aim of this paper is to study the hypercyclicity of the adjoint of weighted composition operators on the vector-valued analytic reproducing kernel Hilbert spaces.
Zhitao Guo
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Hypercyclicity, supercyclicity, and cyclicity of a weighted composition operator on ℓ p spaces
Georgian Mathematical Journal, 2021In this paper, we give a characterization of a hypercyclic weighted composition operator on ℓ p {\ell^{p}} ( 1 ≤ p < ∞ {1\leq ...
V. K. Srivastava, H. Chandra
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Hypercyclicity of weighted translations on locally compact Hausdorff spaces
, 2021Let G be a locally compact second countable Hausdorff space with a positive regular Borel measure and ω is a weight on G. In this article, we provide necessary and sufficient conditions for the hypercyclic weighted translations acting on the weighted ...
Ya Wang, Ze‐hua Zhou
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Proceedings of the Edinburgh Mathematical Society
We are interested in the optimal growth in terms of Lp-averages of hypercyclic and $\mathcal{U}$-frequently hypercyclic functions for some weighted Taylor shift operators acting on the space of analytic functions on the unit disc.
Augustin Mouze, V. Munnier
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We are interested in the optimal growth in terms of Lp-averages of hypercyclic and $\mathcal{U}$-frequently hypercyclic functions for some weighted Taylor shift operators acting on the space of analytic functions on the unit disc.
Augustin Mouze, V. Munnier
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Notes on the Hypercyclicity of Discrete Time-varying Linear Dynamical systems
International Conference on Cybernetics, Robotics and ControlThis paper establishes a sufficient condition for the hypercyclicity of discrete time-varying linear systems on finite-dimensional Euclidean spaces ${{\mathbb{R}}^m}$ under vanishing perturbations.
Xin Liu, Shengnan He
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