Asuming there are an infinite number of "universes", the number of wormholes could still converge to a limited number, if say for instance the existance of a wormhole from universe A and universe B is dependent on the distance (in some arbitrary dimension) being below some threshold. Same idea as with an infinite series of numbers where the sum of all elements converges to a fixed number.
For example, the sum of the geometric serie with elements { 1, 1/2, 1/4, 1/8,... } converges to 2.
Slashdot Mirror
Asuming there are an infinite number of "universes", the number of wormholes could still converge to a limited number, if say for instance the existance of a wormhole from universe A and universe B is dependent on the distance (in some arbitrary dimension) being below some threshold. Same idea as with an infinite series of numbers where the sum of all elements converges to a fixed number.
... } converges to 2.
For example, the sum of the geometric serie with elements { 1, 1/2, 1/4, 1/8,