Coupled map lattices with asynchronous updatings
Coupled map lattices with asynchronous updatings
We consider on M = (S 1 ) Z d a family of continuous local updatings, of finite range type or Lipschitz-continuous in all coordinates with summable Lipschitz-constants.We show that the infinite-dimensional dynamical system with independent identically Poissondistributed times for the individual updatings is well-defined.We then consider the setting of …