Cellular Automata and Fractal Evolution

Cellular Automaton Number of States

Here we count the number of nbhd configurations for S = 2 and N = 3. Cells unspecified in the calculation are shown in red. Here are the 2³ = 8 neighborhood configurations for a one-dimensional N = 3 binary automaton, arranged as they are in our CA software.

Return to Number of States.

Here we count the number of nbhd configurations for S = 2 and N = 3. Cells unspecified in the calculation are shown in red.	Here are the 2³ = 8 neighborhood configurations for a one-dimensional N = 3 binary automaton, arranged as they are in our CA software.