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In this paper, we give a characterization of a hypercyclic weighted composition operator onℓp{\ell^{p}}(1≤p&lt;∞{1\leq p&lt;\infty}). We also obtain some necessary conditions and sufficient conditions for the supercyclicity and cyclicity of a weighted composition operator onℓp{{\ell}^{p}}(1≤p&lt;∞{1\leq p&lt;\infty}).

Hypercyclicity, supercyclicity, and cyclicity of a weighted composition operator on ℓ p spaces