If the universe is infinite and homogeneous then that would infer all finite permutations of energy occur, not once but infinitely many times.
That’s a big if.
Something can be infinite without having any 1:1 repetition of all or any finite parts. Depends on how homogenous it really is and at what scale. If there are infinite permutations within a finite area, then it won’t necessarily repeat ever.
There’s currently no proof of whether the universe is discreet or continuous.
That’s a big if.
Something can be infinite without having any 1:1 repetition of all or any finite parts. Depends on how homogenous it really is and at what scale. If there are infinite permutations within a finite area, then it won’t necessarily repeat ever. There’s currently no proof of whether the universe is discreet or continuous.
True, it’s a lot of assumptions either way one chooses. I just like the idea that everything that can be, is.