Average growth rate of the boundary of random patterns
Posted: January 20th, 2010, 4:08 pm
It is a well known fact that finite patterns can not grow faster than the spacefiller in terms of the shape of their boundary.
But what would be the average growth of a pattern in a say 20x20 diamond shape after say 10 generations?
But what would be the average growth of a pattern in a say 20x20 diamond shape after say 10 generations?