PROFESOR: Manuel de la Rosa
FECHA Y HORA: 10 de Diciembre a las 10:00 hrs.
We will proceed to show that every somewhere dense orbit is necessarily dense in the whole space (result of Bourdon and Feldman). As a consequence of this theorem it will be proved the following two results:
- Any power of a hypercyclic operator is again a hypercyclic operator.
- All multi-hypercyclic operators are hypercyclic
The hypercyclicity team counts on your presence and encourages you to read in advance Section 2 (“Somewhere dense and hypercyclicity”) of the article.
The hypercyclicity team
To see the article click here.