Miranda, Lucas Kenji Arima [UNESP]Moratta, Raphael [UNESP]Kuwana, Célia Mayumi [UNESP]Yoshida, Makoto [UNESP]de Oliveira, Juliano Antonio [UNESP]Leonel, Edson Denis [UNESP]2023-07-292023-07-292022-12-01Chaos, Solitons and Fractals, v. 165.0960-0779http://hdl.handle.net/11449/249332An order parameter is identified in a dissipative standard mapping during the transition from limited to unlimited chaotic diffusion. The suppression of the unlimited chaotic diffusion is proved due to the existence of a continuous phase transition. The average squared action is obtained, allowing the investigation of the main properties of the transition for long-time dynamics (stationary state). The main questions to characterize the order of this phase transition are: (i) what is the order parameter; (ii) what is the elementary excitation of the dynamics affecting the transport of particles in the system?engNoiseNon-equilibriumNonlinear dynamicsQuantum processesArtigo10.1016/j.chaos.2022.1128262-s2.0-85141295253