I don't understand how the border topologies change the game of life compared to when it's set on a regular plane
You say it can be played on a variety of manifolds, but if the topology of a manifold "locally resembles Euclidean space near each point", considering that the game of life rules are always super local, then how does that change anything compared to a plane
You say it can be played on a variety of manifolds, but if the topology of a manifold "locally resembles Euclidean space near each point", considering that the game of life rules are always super local, then how does that change anything compared to a plane