Résumé:
The objective of this thesis is to present the problem of chaos synchronization. More
specifically, we are interested in the synchronization of discrete nonlinear dynamical sys-
tems, whose formulations are given by recurrent functions with the presence of bifurcation
parameters, where a small perturbation in the initial conditions results in a large discrep-
ancy between long-term observations.
The unification of observations of two long-term phenomena is equivalent to the syn-
chronization of their representative dynamical systems from a certain rank (time) by
applying the various types of synchronization cited in the literature, including Com-
plete Synchronization, Anti-Synchronization, Phase Synchronization, Lag Synchroniza-
tion, Generalized Synchronization, Projective Synchronization, FSHP Synchronization,
and Q-S Synchronization.
