The master stability function in the parameter space for a network of chaotic Rössler oscillators coupled through -coupling (a) and -coupling (b) schemes. The regions of stability are given by the surfaces under the plane at .
Eigenratio (in logarithmic scale) vs the dimensionless parameter space (a) for SF networks and, (b) for SW networks. In all cases , and the reported values refer to an average over 10 realizations of networks with nodes.
Eigenratio (in logarithmic scale) as a function of the system size for different class of networks with . Data refers to averages over 10 different realizations of networks with the corresponding error bars. In all cases .
Surfaces obtained at crossing the surfaces (in logarithmic scale) in the dimensionless parameter space (a) for SF networks and, (b) for SW networks.
The phase order parameter (see text for definition) vs for nonidentical chaotic Rössler oscillators. All parameters are specified in the text. Data refers to averages over 10 different realizations of (a) SF networks with and ; (b) random networks with a such that is identical to that of SF networks. The network size in both cases is . Insets are a zoom of the dashed regions, with the corresponding error bars.
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