Statistical and transport properties of a one-dimensional random walk with periodically distributed trapping intervals

Following the kind invitation of the organizers of the Fourth DinAmicI Day, I gave on December, 17, 2021, a talk concerning the study of a random walk model in a trapping environment. This paper contains an extended summary of our main results. We will describe statistical and transport properties for sequences of i.i.d. jumps with finite variance in the presence of periodically distributed traps of finite size on the real line. In particular, we will emphasise connections with strongly chaotic deterministic systems and other stochastic processes.