Some results about phase separation in coupled map lattices satisfying a conservation law are presented. It is shown that this constraint is the origin of interesting antiferromagnetic effective couplings and allows transitions to antiferromagnetic and superantiferromagnetic phases. Similarities and differences between this models and statistical spin models are pointed out.
Phase Ordering in Chaotic Map Lattices with Additive Noise
Conservation laws in disordered electron systems: Thermodynamic limit and configurational averaging
The mise en scene of memristive networks: effective memory, dynamics and learning
