I feel this is important for understanding the shape of the universe. If the universe really is a torus it would make a lot of sense that the surrounding “nothingness” is curved infinitely.

https://arxiv.org/pdf/gr-qc/9606011

I'd much rather live in the simple Newtonian universe

this has always been the concept of black holes

physics would have been so much simpler.

indeed good Bernd, but let me pull a red herring and say that if black holes are infinitely positively curved space time then white holes must be negatively curved space time. therefore the curvature of a black hole proves that a white hole can't exist because if it was infinitely negatively curved then it wouldn't exist.

does infonitely negative curvature just mean flat space?

From what I’m getting, noogative curvature is hyperbolic space. A far cry from a flat euclidean space. I would assume that an infinite hyperbolic space would behave differently than a flat surface.

~Not a thing as nothing, even nothing is something. Uh, something like this.

man that's a HOLE lot of NOTHING.

Found one of the articles from the original video

https://arxiv.org/pdf/1111.0301

But now I’m seeing stars. literally like why the fug is there a star in the equation?!?

PDF here