We will discuss our proof of the vector-valued Almost Sure Invariance
Principle (VASIP) for non-stationary dynamical systems. Applications
include VASIP for non-stationary (non)uniformly hyperbolic/expanding
dynamical systems and quenched VASIP for random dynamical systems. This
extends the VASIP results known for the corresponding stationary dynamical
systems.
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Last modified: April 08 2016 - 20:30:35