What if the universe is pure math (or at least a vacuum/empty space is)
I made a typo... ssssh I ment to say. Every natural number has unique properties at the very least.
I've heard of the Mathematical Universe. This is pure intuition, can be made rigorous.
I went on a walk and I just thought of this idea.
1) Lets say the universe has the initial condition it is uniformly 0 every. and and say 0 can seperate itself into two infinitesimally small numbers say alpha and -alpha. now we know infinity times any positive number is infinity. So that means that the sum of finite alphas is infinite. that means there is a number x such that the sum of x alphas is 1.
So it's possible that natural numbers can spontaneously emerge in a from a non-euclidean space (NES) with zero energy with sufficient time.
2) Now lets assume that positive numbers have an attractive force on the NES based on their numerical value and negative numbers have a repulsive force based on their numerical value.
Implication. Give my assumption that the universe started uniformly at a zero energy space, as natural numbers pop into existence, since the natural numbers are positive, the rest of the NES becomes ever slightly negative with positive points that are slight attractive wells. This implies that the NES expands faster over time as there is more and more average negativity in the NES almost everywhere.