We prove strong statistical stability of a large class of one-dimensional maps which may
have an arbitrary finite number of discontinuities and of non-degenerate critical points and/or …

It is well known that a family of tent-like maps with bounded derivatives has no linear
response for typical deterministic perturbations changing the value of the turning point. In …

This paper presents some numerical experiments in relation with the theoretical study of the
ergodic short-term behaviour of discretizations of expanding maps done in P.-A. Guihéneuf …

This paper is aimed to study the ergodic short-term behaviour of discretisations of circle
expanding maps. More precisely, we prove some asymptotics of the distance between the …

We consider a class of endomorphisms that contains a set of piecewise partially hyperbolic
dynamics semi-conjugated to non-uniformly expanding maps. Our goal is to study a class of …