http://arxiv.org/PS_cache/arxiv/pdf/1107/1107.5168v1.pdf
"As expected, Hubble’s receding velocity can be
thought to give the relative velocity between two
close comoving objects. It is also possible to
reinterpret (13) by reversing the logic. Since
Hubble’s receding velocity is supposed to give
the relative velocity, it is natural to define vrel
by parallel-transportation along the straight line
joining two comoving objects at a fixed time, at
least for nearby objects. For larger distances,
one can imagine infinitesimally separated comoving
observers placed in between A and B. Nearby
observers can measure their relative velocities at
a fixed time. From that information, relative velocity
between distant objects A and B can be
determined by integration, which indeed corresponds
to parallel-transportation along the finite
line-segment and thus we obtain (11). Consequently,
vrel can be seen to generalize the usual
concept of relative velocity in a cosmological context.
In summary, we believe that the best way to
resolve concerns about superluminal expansion
speeds is to emphasize that Hubble’s law does
not make sense for large distances. We showed
that if the time derivative of the distance between
two objects is naively identified as the relative
velocity, then faster than light speeds can
also be found in special relativity. Therefore,
we need to be careful in determining the correct
physical meaning of a mathematical quantity in
a relativistic theory, which is also the main issue
with Hubble’s law. These examples can be used
to convince students that there is nothing wrong
with a naive superluminal expansion speed since
it has nothing to do with relative velocity or as
a matter of fact it has no direct physical significance.
Moreover, we pinned down the correct
differential geometrical meaning of the Hubble’s
receding velocity as the rapidity of a local
Lorentz transformation. With the derivation of
this last result, there must not arise any further
issue with faster than light expansion speeds."
Just as soon as I had began to accept the unlikely possibility of superluminal velocities then some one suggests it is a fallacy.
Do we all agree that the matter which emitted the CMB was moving away from us at almost at the speed of light? Objects further away from must surely have to be traveling away from us faster than this? Also I believe that the dark energy expansion makes the relative velocities higher. Perhaps a deeper understanding of 4D spacetime and relativity can solve this?