We investigate the parametric evolution of riddled basins related to synchronization of chaos in two coupled piecewise-linear Lorenz maps. Riddling means that the basin of the synchronized attractor is shown to be riddled with holes belonging to another basin in an arbitrarily fine scale, which...

We investigate the dynamic processes of synchronizing chaotic van der Pol systems driven by periodic force. For a given set of rate parameters, a driven oscillator could possess two types of chaotic attractor. Different initial condition results in the appearance of two trajectories which have...