RESCALED EVOLUTION SETS OF LINEAR CELLULAR AUTOMATA ON A CYLINDER
Abstract
Rescaled evolution sets of linear cellular automata on a lattice ℤ ⊕ G, where G is a finite Abelian group, with states in the finite field are defined and investigated.
Rescaled evolution sets of linear cellular automata on a lattice ℤ ⊕ G, where G is a finite Abelian group, with states in the finite field are defined and investigated.