The way I would describe a "perfect" universe is a universe where all electrons are little spheres, and superposition doesn't exist, basically a universe that scraps all quantum mechanics.
I like to think of a "perfect" universe like a very complex arithmetical system, Gödel's Incompleteness Theorems show that any sufficiently complex arithmetical system contains contradictions and cannot be self consistent, contradictions arise from binary black and white systems (e.g. "This statement is a lie"), the universe avoids that by not being black or white, superposition doesn't establish where an electron is, it's there all at once, that's the universe being gray.
Now why these specifical laws of the universe though? Wouldn't the most stable universe be one where it is completely empty? Well for the universe wouldn't that be as declarative as it is to say that it is all made up of microscopic spheres? Because for the universe to be empty it MUST also "know" that it is completely empty, we moved from a completely white universe to a completely black one, but completly black is still "perfect" and a perfect system still containts contradictions.
My hypothesis is that the universe is in the middle between these 2 possibilities, it's the most internally logical state
u/Ambitious_Force9717
u/Ambitious_Force9717 — 10 days ago