- #1
Jocko Homo
- 133
- 0
If I understand these terms at all, I don't understand how the Universe can be Euclidean, isotropic and finite in spatial extent, all at the same time. It seems to me that if there's a finite amount of matter in it, then it needs to be closed to be isotropic and it can't be isotropic if it's flat... or if it's flat and isotropic, then there needs to be an infinite amount of stuff in it...
Is there something I'm misunderstanding here? How can these things be reconciled?
Thank you!
Is there something I'm misunderstanding here? How can these things be reconciled?
Thank you!