In my past threads, I presented an ether model based on the concept that the first "happening" was not a Big Bang, but rather a universal oscillation of ultimately-rarified point-localities. At a certain point, oscillatory fatigue of neighboring "points" caused them to fall toward each other in Yin/Yang fashion. (Oscillatory fatigue is a known process. It occurs in metals.) Such point-pairs would have had to reversibly revert to singleton points, which broke the symmetry of the oscillations, producing a universal vibratory ether composed of elemental units, a universal ether matrix, in which individual elements now independently vibrate, instead of reciprocally oscillating.
The vibrating units making up such an Ether, being elemental, would represent the "building block" elements of everything from then on, including the quantum units that transmit the forces that control our quantum/atomic world. Quantum units would retain the ability to interact with the (vastly smaller, undetectable) elemental ether units surrounding them in the ether matrix, in addition to their detectable quantal interactions with each other -This kind of Model plays into an excellent explanatory model for quantum entanglement (Q.E.) -It depicts QE as representing radiated packets of etheric energy having the same vibratory pattern. Elemental ether units would be the only actual participants in QE. A pair of "entangled" quantum units would represent kinetically-cool "arms" of a universal, quiet, purring, ether mechanism.
Being elemental, basic ether units would all be identical to each other, and since they interact via a direct-vibratory-contact mechanism, their interactions would be perfectly linear (unlike quantum forces, which involve waves, fields, spin, and distance-vectors.) -If, for instance, we look at atomically-structured quantum systems, it is noteworthy that the nuclei and the electrons of atoms are separated by comparatively enormous distances. Compared to our world, these distances are miles apart. -So how can an electron interact with its nucleus, as we know they do? -The answer lies in the intervening ether matrix, which furnishes the linear connections which underpin the stable orderliness of this quantum system (and, by extension, presumably all other quantum systems.)
Not only is this Ether Model the best way to account for QE, it also provides a logical rationale for how quantum systems basically work.
The vibrating units making up such an Ether, being elemental, would represent the "building block" elements of everything from then on, including the quantum units that transmit the forces that control our quantum/atomic world. Quantum units would retain the ability to interact with the (vastly smaller, undetectable) elemental ether units surrounding them in the ether matrix, in addition to their detectable quantal interactions with each other -This kind of Model plays into an excellent explanatory model for quantum entanglement (Q.E.) -It depicts QE as representing radiated packets of etheric energy having the same vibratory pattern. Elemental ether units would be the only actual participants in QE. A pair of "entangled" quantum units would represent kinetically-cool "arms" of a universal, quiet, purring, ether mechanism.
Being elemental, basic ether units would all be identical to each other, and since they interact via a direct-vibratory-contact mechanism, their interactions would be perfectly linear (unlike quantum forces, which involve waves, fields, spin, and distance-vectors.) -If, for instance, we look at atomically-structured quantum systems, it is noteworthy that the nuclei and the electrons of atoms are separated by comparatively enormous distances. Compared to our world, these distances are miles apart. -So how can an electron interact with its nucleus, as we know they do? -The answer lies in the intervening ether matrix, which furnishes the linear connections which underpin the stable orderliness of this quantum system (and, by extension, presumably all other quantum systems.)
Not only is this Ether Model the best way to account for QE, it also provides a logical rationale for how quantum systems basically work.