USAFHokie80 wrote:Quote:"Gravity is a function of curvature of space".
Let G = gravity and S = curvature of space. Therefor S --> G
Quote:"..object curves space due to its gravity.."
Same rules as above and we have: G -- > S
Now, the transitive rule states that if S = R(G) and G = R(S) then S = G.
So your assumptions show that gravity makes itself.
You left out 'object' from your equation. What all of that really led up to is that an object curves space (sorry if I dragged it out originally, but I was trying to establish the basics).
So, let me restate my assumption more simply: An Object (something with mass) curves space.
Can we agree on that?
If so, are we back to seeing if we can agree that a pure theoretical mass curves space symetrically? Can we agree on that?