Abstract
We show that any convolution operator induced by a non-constant polynomial that vanishes at zero supports a hypercyclic algebra. This partially solves a question raised by R. Aron.
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APA
Bès, J., Conejero, J. A., & Papathanasiou, D. (2017). Convolution operators supporting hypercyclic algebras. Journal of Mathematical Analysis and Applications, 445(2), 1232–1238. https://doi.org/10.1016/j.jmaa.2016.01.029
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