An Analysis for Dynamic Behavior of One-Dimension Two-Value Cellular Automata Based on Entropy Theory
Xuefeng Zhang · Fuza xitong yu fuzaxing kexue · 2012
In order to recognize and find the specialized one-dimension two-value cellular automata automatically,we realize the transition from the qualitative description to quantitive computation about the dynamic behaviors of cellular automata by computing the evolution entropy of cellular automata.The connection between the evolution entropy plan different yield and different dyna-mic behaviors is also presented.At last,the distribution of different dynamic behaviors distribution under the same Langton's parameter is analyzed using the evolution entropy.The results further show that the Langton parameter is symmetry when it is used to characterize the cellular automata dynamic behaviors that is not fit the generalized laws.