Stable large deviations for deterministic dynamical systems
Abstract
We obtain large deviations for a class of non-square integrable dependent random vari-
ables in the domain of attraction of an α-stable law, α ∈ (0, 1)∪(1, 2]. This class includes
ergodic sums of observables in the domain of attraction of an α-stable law driven by
Gibbs–Markov maps.
Large deviationsStable lawDependent processes

