@misc{10498/27614,
year = {2022},
url = {http://hdl.handle.net/10498/27614},
abstract = {A continuous linear operator on a Fréchet space X is frequently hypercyclic if there exists a vector x such that for any nonempty open subset U⊂ X the set of n∈ N∪ { 0 } for which Tnx∈ U has a positive lower density. Here we determine when an operator that commutes up to a factor with the differentiation operator D, defined on the space of entire functions, is frequently hypercyclic.},
publisher = {SPRINGER},
keywords = {Space of entire functions},
keywords = {Differentiation operator},
keywords = {Extended eigenoperators},
keywords = {Frequently hypercyclic operators},
title = {A note on frequent hypercyclicity of operators that λ -commute with the differentiation operator},
doi = {10.1007/s10958-022-05989-4},
author = {León Saavedra, Fernando and Romero de la Rosa, María Pilar},
}