Coupled map lattices are spatially extended networks of dynamically evolving elements which exhibit a rich variety of dynamical and statistical phenomena. We discuss the phenomena of bifurcation behaviour, multiple co-existing attractors and spatio-temporal intermittency in the context of...

We study the spatially synchronised and temporally periodic orbits of a 1-d lattice of coupled sine circle maps. A numerical study of the synchronised solutions reveals synchronisation over large regions of parameter space. The entire devil's staircase of periodic orbits as seen for the single...

Recent studies have shown that the structure and connectivity properties of networks have important consequences for their function and efficiency. It is therefore useful to ask whether these properties can be exploited to enhance the performance and efficiency of networks. We examine this...