The proof is simply the fact that the time traveling twins meet up again with
different clock times, but always in the exact same present moment. This proves
beyond any doubt there are two kinds of time, clock time which varies by
relativistic observer, and the time of the present moment (what I call P-time)
which is absolute and common to all observers across the universe.
When this is realized there are a number of profound implications.
First that time travel outside the common present moment is impossible since
all of reality (the entire universe) exists within/is the common present
moment. The only time travel that is possible is having different clock times
within the same shared present moment.
Second, that this is compatible with only one cosmological geometry, named that
the universe is a 4-dimensional hypersphere with P-time (not clock time) as its
continually extending radial dimension. That is cosmological space is
positively curved and finite. In fact we all see all 4-dimensions of this
geometry all the time and visually verify this, as the radial P-time dimension
is seen as distance in every direction from every point in the 3-dimensional
space of the hypersphere's surface.
What amazes me is that no one recognized this simple obvious fact prior to my
stating it in my 1997 paper 'Spacetime and Consciousness'. It's a great example
of how the trivially obvious can remain unrecognized, no matter how important,
if it isn't part of the accepted world view of, in this case, either common
sense or science.....
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