TalonD said:
I've read somewhere in this forum more than once that GR predicts an expanding Universe. So in laymens terms please, what is it in GR that predicts an expansion of the univers?
Ich is right.
In lay terms. GR is essentially just one differential equation where each side is a tensor--a rather complicated object with many components.
You can greatly simplify the main GR equation by assuming the universe is uniform (which it seems to be observationally at large scale, on average)
Taking matter to be uniformly distributed, and simplifying, the main GR equation boils down to just TWO simple differential equations involving not tensors but just ordinary numbers. Alex Friedmann, bless his soul, discovered how to do this in 1923. It is the root of cosmology which for over 80 years has been studying solutions of these two simple Friedmann equations and matching them up with data.
These two equations govern the time-evolution of a number a(t) called the scalefactor, which gives a handle on size, expansion history, expansion rate. You can think of it as the "average distance between galaxies". We don't know the overall size of the universe, maybe it is infinite and so has no definite size. But we can track the expansion history by plotting a(t).
If you solve the two Friedmann equations you see that a(t) has to be either increasing or decreasing. And the evidence of our senses (redshift) suggests that it is definitely not decreasing. So it must be increasing. And a(t) plugs into all largescale distances. So if it increases then distances are increasing.
In this sense folks can loosely say that the main Einstein GR equation, via Friedmann's simplification, predicts expanding universe (or as Ich said either expanding or contracting but in any case not static.)