well, yes, my question is about the whole universe or put in a better way all that came out of the big bang in this universe. When we say the universe has no boundary, I think it means we talk about a n-1 submanifold of a n dimensional manifold, so if we say we live in a 3D universe and it has...
But wouldn't having a boundary be in conflict with the isotropy, ie. the assumption/measurement (which is it?), that the relative velocity of matter would look the same any where in the universe and that there is no center of the universe?
Assume the fabric of space-time is a volume with a boundary. (this seems to be a possibility).
The same way that gravity can be modeled as curvature in space-time around an object, the derivative of which creates a force over other objects close by and pulls them closer, the assumption that...
I hear about the balloon analogy, and that there is no need to say that the universe has a boundary, but is that the only reason or would it be problematic to assume that space-time has a volume and a boundary?