@article{10902/8000,
year = {2014},
url = {http://hdl.handle.net/10902/8000},
abstract = {ABSTRACT:Given a bounded linear operator T acting on a complex Banach space, we obtain a spectral condition implying that each operator in the commutant of T different from ?I has a hypercyclic multiple, and we show several examples of operators satisfying this condition. We emphasize that for some of these examples we do not have a description of the commutant of T.},
publisher = {Birkhauser Verlag AG},
publisher = {Integral Equations and Operator Theory 80 (2), pp. 265-274},
title = {Hypercyclicity for the Elements of the Commutant of an Operator},
author = {González Ortiz, Manuel and León Saavedra, Fernando},
}