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Lorentz Ether Theory (LET): Basic Ideas
A paper that's well worth reading is The Other Meaning of Special Relativity by Robert Close:

Einstein’s special theory of relativity postulates that the speed of light is a constant for all inertial observers. This postulate can be used to derive the Lorenz transformations relating length and time measurements by different observers. In this paper it is shown that the Lorentz transformations can be obtained for any type of wave simply by defining distance to be proportional to wave propagation time. The special nature of light is that length and time measured by light propagation correspond exactly with length and time measured by material rulers and clocks. This suggests that material objects consist of waves propagating at the speed of light. Taking this as an alternative postulate for special relativity implies constancy of the measured speed of light without any recourse to non-Euclidean geometry of physical space-time. This alternative postulate is consistent with de Broglie’s wave hypothesis, with the Dirac velocity operator of quantum mechanics, and with experimental observations of transformations between matter and light.

Note this near the end:

What has not been generally recognized is that special relativity is a consequence of the wave nature of matter and is entirely consistent with classical notions of absolute space and time.

I've attached the full version below. Since Einstein described space as the ether of general relativity in 1920 (see the Einstein digital papers), and since the CMB provides a de-facto reference frame for the universe  (see Doug Scott's web page), I'm fairly happy with the idea of Lorentz Ether Theory. particularly since spacetime is an abstract arena in which there is no motion: the block universe is static.

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RE: Lorentz Ether Theory (LET): Basic Ideas - by John Duffield - 05-21-2016, 03:25 PM

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