3 papers
nlin.CD2026
Stochastically perturbed billiards: fingerprints of chaos and universality classes
Roberto Artuso, Matteo Burlo
Billiards tables - a minimal model for particles moving in a confined region - are known to present classical (and quantum) different features according to their shape, ranging fro…
cond-mat.stat-mech2024
Exploring run-and-tumble movement in confined settings through simulation
Dario Javier Zamora, Roberto Artuso
Motion in bounded domains is a fundamental concept in various fields, including billiard dynamics and random walks on finite lattices, with important applications in physics, ecolo…
cond-mat.stat-mech2024
Cauchy universality and random billiards
Roberto Artuso, Dario Javier Zamora
Motion in bounded domains represents a paradigm in several settings: from billiard dynamics, to random walks in a finite lattice, with applications to relevant physical, ecological…