Evidence of universality for the May-Wigner stability theorem for random networks with local dynamics
Evidence of universality for the May-Wigner stability theorem for random networks with local dynamics
We consider a random network of nonlinear maps exhibiting a wide range of local dynamics, with the links having normally distributed interaction strengths. The stability of such a system is examined in terms of the asymptotic fraction of nodes that persist in a nonzero state. Scaling results show that the …