The following is a two-dimensional totalistic CA model with Von Neumann neighborhood and with no boundary (infinite spac
Posted: Sun May 15, 2022 1:57 pm
The following is a two-dimensional
totalistic CA model with Von Neumann neighborhood and with no
boundary (infinite space) conditions. White means 0, while blue
means 1. Each cell switches to round(S/5) in every time
step, where S is the local sum of the states within its
neighborhood. Complete the time evolution of this CA for t =
1. Either color the cells or put 1 in them.
t = 0
t = 1
H
totalistic CA model with Von Neumann neighborhood and with no
boundary (infinite space) conditions. White means 0, while blue
means 1. Each cell switches to round(S/5) in every time
step, where S is the local sum of the states within its
neighborhood. Complete the time evolution of this CA for t =
1. Either color the cells or put 1 in them.
t = 0
t = 1
- The Following Is A Two Dimensional Totalistic Ca Model With Von Neumann Neighborhood And With No Boundary Infinite Spac 1 (9.77 KiB) Viewed 65 times