On the (non)-minimality of free-semigroup actions on the interval which are C1-close to the identity
- When?
- Friday 15 June 2012, 16:00 to 17:00
- Where?
- 22AA04
- Open to:
- Staff, Students
- Speaker:
- Katsutoshi Shinohara (University of Tokyo)
Abstract: We consider (attracting) free semigroup actions (with two generators) on an interval. It is known that, if those two maps are sufficiently C2-close to the identity, then the (forward) minimal set. Namely, it must be an interval. (This statement is not accurate. I will give the precise statement in my talk.)
In this talk, I will explain that the similar argument fails in C1-topology.
