Math of General Relativity Part 16

Can I prove that there is such a thing called a Matrix Tensor that fully describes the nature of any surface? Sure. My 8 year course on that starts tomorrow.
LOL
After these 8 years have passed, you can then continue to read on:

We will now go on to show how the gravity in S4 is given a one-to-one correspondence with R4. In other words, the structure of the gravitational field thru time CREATES a specific four dimensional surface in an imaginary mathematical space.

Note my interpretation: That R4 is not real space and time. This contradicts 99.99% of all current interpretations. And that is a HUGE reason why no one today really understands the Theory of General Relativity. That is, they can't really wrap their heads around what it means.

When Physicists refer to the "curvature of space," without knowing, they are really referring to the curvature of the surface R4 in a purely mathematical space.