Heyo
Veteran Member
Cosmologists tell us that the universe is most probably "flat", i.e. there is no universal curvature.
I have problems to wrap my brain around that.
1. If space was curled up into a singularity at the Big Bang, when did it expand to infinity? Is there even a mathematical possibility to go from curled up to infinite in finite time? Can the universe be infinite without space having always existed?
2. Every point of mass makes a "dent" into the fabric of spacetime. I.e. even if space is infinite, shouldn't at least the local universe in a (curved) gravity well? The only way to get a local (and universal) flat space, I can think of, is the existence of local regions of "anti-gravity", i.e. regions of space with a negative curvature that balance out the regions of positive curvature. Would those regions "repel" mass and stretch spacetime? (I.e. is that the Dark Energy?)
3. Would that be, at least theoretically, evidence for the existence of negative mass?
Where do I go wrong?
I have problems to wrap my brain around that.
1. If space was curled up into a singularity at the Big Bang, when did it expand to infinity? Is there even a mathematical possibility to go from curled up to infinite in finite time? Can the universe be infinite without space having always existed?
2. Every point of mass makes a "dent" into the fabric of spacetime. I.e. even if space is infinite, shouldn't at least the local universe in a (curved) gravity well? The only way to get a local (and universal) flat space, I can think of, is the existence of local regions of "anti-gravity", i.e. regions of space with a negative curvature that balance out the regions of positive curvature. Would those regions "repel" mass and stretch spacetime? (I.e. is that the Dark Energy?)
3. Would that be, at least theoretically, evidence for the existence of negative mass?
Where do I go wrong?