Singular values and non-repelling cycles of entire transcendental maps. Part II ![[ Back ]](/components/com_simplecalendar/assets/images/back_icon.gif "[ Back ]")
- Date:
- 20.12.17
- Times:
- 10:30 to 11:30
- Place:
- IMUB-Universitat de Barcelona
- Speaker:
- Núria Fagella
- University:
- Universitat de Barcelona
Abstract:
We discuss the relation between singular values and non-repelling cycles of entire transcendental functions with a bounded set of singular values. If the number of singular values is finite, we prove a stronger version to the Fatou-Shishikura inequality for this kind of maps.
