JinChang said:
No, since the inflation during the early times of the Big Bang is thought to have been actually faster than the speed of light. This seems paradoxical, but apparently, inflation (much like the frame dragging near black holes) can be faster than light.
I know this has been claimed, even by some cosmologists, but it really is an inaccurate use of language.
It makes no sense whatsoever to call any expansion faster than the speed of light. An expansion rate is given in inverse time (sometimes quoted in speed per distance, which if you cancel out distance, makes for inverse time). You can't state that a number that is given in inverse time is greater or less than any speed. It makes no sense. You might as well try to say that 70mph is faster than 3000rpm.
To get a speed from the expansion rate of the universe, you have to input a distance. It should be easy to see that at any expansion rate at all, multiplying it by
some distance leads to a speed greater than that at light. During inflation, this distance was small (smaller than the nucleus of an atom). Today, the distance is large (around 14 billion light years). There's no reason to pick out one particular sort of expansion an call it "superluminal" while stating that other sorts of expansion are not.
Heck, in a sense, the current expansion is even of the same character as the expansion during inflation: during inflation, as with right now, the expansion of the universe was accelerating. The difference is only one of magnitude, and since it's impossible to compare the magnitude of expansion against the speed of light (as the units are wrong), it's impossible to say one rate of expansion is superluminal while another is not.
Finally, I thought I'd just touch on what General Relativity says about the speed of light limitation: what it actually says is that
at any given point in space-time, the relative speed between two objects cannot be greater than the speed of light. I bolded the important distinction: this is only at a singular point. In General Relativity, relative speeds between objects at different locations are arbitrary: you can basically make the relative speed anything you like just by using a different coordinate system. Relative speeds are only well defined when objects pass one another. This has the effect, for instance, of stating that you can't ever outrun a light ray (at least, not by taking the same path...in principle it might be possible to take a shorter path).
What this means is that at any given place in the universe, massive objects are always moving more slowly than the photons whizzing around them. But when you compare velocities of far-away objects, it is possible, depending upon the coordinates you use, to get numbers greater than the speed of light. But this is really meaningless in GR because that comparison is meaningless.