151 citations · 772 across the 26 of their papers we have counts for
4 papers · 1 filter
Global dynamics of oscillator populations under common noise
W. Braun, A. Pikovsky, M. A. Matias +1
Common noise acting on a population of identical oscillators can synchronize them. We develop a description of this process which is not limited to the states close to synchrony, b…
From quasiperiodicity to high-dimensional chaos without intermediate low-dimensional chaos
Diego Pazo, Manuel A. Matias
We study and characterize a direct route to high-dimensional chaos (i.e. not implying an intermediate low-dimensional attractor) of a system composed out of three coupled Lorenz os…
Experimental study of imperfect phase synchronization in the forced Lorenz system
Antonio Pujol-Pere, Oscar Calvo, Manuel A. Matias +1
In this work we demonstrate for an experimental system, that exhibits the Lorenz butterfly attractor behavior, that perfect chaotic phase synchronization cannot be achieved in syst…
Direct transition to high-dimensional chaos through a global bifurcation
Diego Pazo, Manuel A. Matias
In the present work we report on a genuine route by which a high-dimensional (with d>4) chaotic attractor is created directly, i.e., without a low-dimensional chaotic attractor as…