A. Einstein in 1920 realized that his theory might not be complete, in the sense that Mach's principle was not consistently applied to the general relativity theory as space-time is not made of matter-energy, see: http://www-history.mcs.st-andrews.ac.uk/Extras/Einstein_ether.html . He mentioned the idea of a relativistic aether, not the static one, a more relativistic one. I have no empirical argument to prove what I say so far, but I say it anyway, for the sake of discussion. In one of my recent paper: Preprint On the acceleration of the expansion of a cosmological medium

, I explore the hypothesis stating that space-time was a material with some elastic properties. My conclusion is that the stiffness of space-time is so high at the present epoch (in the cosmological scale) that we cannot really interact with it, except through the classical general relativistic geometrical-like interaction. However, following this hypothesis, one could find best-fit parameters that predict cosmological inflation and resolve the so-called cosmological constant problem. In this regime, space-time is elastic, and can be deformed as any other material, as any other field that can be quantized. Why space-time should be 'so' different than any other field and in the same time be quantized ? Why not considering that space-time was as any other field, and experienced a phase transition that made him stiffed ? May be geometry is a a consequence of that, and not the cause. Then, the Mach principle becomes consistent to the theory, and the space-time background hypothesis is not required anymore.
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