it would be more appropriate to describe the bundle structure of spatial hypersurface fibres on the time base-space as having non-trivial connection
Yeah, I didn't think that describing it as curved could suffice.
Well, simply put, the geometry of space would still be Euclidean in much the same way as a Friedman model with critical mass density.
Thank god the difficult version wasn't explained...
General Relativity is a little tough as it is expressed in the language of pseudo-Riemannian geometry.
And to think I blamed it on my teacher.
unless of course you mean Roger Penrose's "twistor theory" which I suppose could be described as something along these lines.
But of course!
To any of you who didn't catch the sarcasm of my previous statements, I no longer have any idea what's going on. In actuality, my brain exploded (true story) when I read that first line. Still, I'm a little jealous of the genius level of physics knowledge displayed here, so I'm hoping that either of you might be able to recommend a few sources so that I might be able to better understand these concepts in the future (however distant).