Limit theorems for sequential expanding dynamical systems on [0,1]

By J. Conze, A. Raugi. 2007

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Almost sure invariance principle for sequential and non-stationary dynamical systems (2014, methodology): “As proven by Conze and Raugi [11], (Un) is a sequence of reversed martingale differences for the filtration (Bn).”
Polynomial loss of memory for maps of the interval with a neutral fixed point (2014, background): “Besides the central limit theorem, other interesting questions could be considered for our sequential dynamical systems, for instance the existence of concentration inequalities (see the recent work [1] in the framework of the Conze-Raugy theory), and the existence of stable laws, especially for per”