In Einstein's Meaning of Relativity , he stated: "1. From the standpoint of the theory of relativity, the condition for a closed surface is very much simpler than the corresponding boudary condition at infinity of the quasi-Euclidean structure of the universe.
2. The idea that Mach expressed, that inertia depends upon the mutual action of bodies, is contained, to a first approximation, in the equations of the theory of relativity; it follows from these equations that inertia depends, at least in part, upon mutual actions between masses. As it is an unsatisfactory assumption to make that inertia depends in part upon mutual actions, and in part upon an independent property of space, Mach's idea gains in probability. But this idea of Mach's corresponds only to a finite universe, bounded in space, and not to a quasi-Euclidean, infinite universe. From the standpoint of epistemology it is more satisfying to have the mechanical properties of space completely determined by matter, and this is the case only in a space-bounded universe..."
Again, my question is, based on the empirical astronomical data that the universe is expanding forever at an accelerated rate, does this completely negate Mach's principle as Einstein interpreted it?