We study a class of one-dimensional full branch maps admitting two indifferent fixed points as well as critical points and/or unbounded derivative. Under some mild
assumptions we prove the existence of a unique invariant mixing absolutely continuous
probability measure, study its rate of decay of correlation and prove a number of limit
theorems.
Date and Venue
Start Date
Venue
FC1.031
End Date
Speaker
Mubarak Muhammad
Speaker's Institution
CMUP
Area
Dynamical Systems