Joint dynamics of linear operators
Özgür Martin
Mimar Sinan Fine Arts University, Istanbul
https://scholar.google.fr/citations?user=GjYt5_cAAAAJ&hl=es
Date(s) : 30/09/2019 iCal
10h00 - 11h00
A continuous linear operator on an infinite dimensional topological vector space is called hypercyclic if it has a dense orbit. Having a dense orbit is one of the main ingredients in many definitions of a chaotic dynamical system. In this talk, we will be interested in joint dynamics of two hypercyclic operators acting on the same space.
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