Authors: D.-H. Gwo
In the (nonrelativistic) Heisenberg uncertainty principle, the inequality’s greater side is the product of two conjugate uncertainties, which, owing to conjugation, represents the ‘apparent event-intensity’ specific to the event-observer relativity. The paper shows blue- or redshift z diminishes the product––and thereby lowers the lower bound of the (new) relativistic uncertainty principle. Namely, z compromises the quantum efficiency. The effect is discernable when we observe events with centers of mass in relativistic motion, which are atypical on Earth, even of particle-antiparticle colliders. Independent of luminosity distance, event-observability is ‘apparent event-intensity’ divided by ‘proper event-intensity,’ with the denominator being the uncertainty in rest-mass times that in proper-time. Each reflecting the degree of resonance in length scale between event and observer, event-observability and z covary into a fundamental law, per the principle of relativity—and per a) the relativistic and b) the ‘proper’ uncertainty principle (both herein derived). Without numerical fitting, the law holds in particle physics, evaporates illusory dark energy (i.e., “stops cosmic acceleration”), and dissolves other cosmological enigmas, including • “photon underproduction crisis” • “asymmetric quasars.” In 2010, the law predicted mainstream cosmology would further suffer illusory “acceleration on cosmic acceleration,” which then emerged in observation in 2016. As a rarity in cosmology, the law is lab-testable; surprising is we have not finished testing special relativity, for insights in quantum gravity.
Comments: 31 Pages. [v2] adds Fig. 4 for relativistic uncertainty principle. [v5] derives commutator: [proper-time, rest-mass]. [v6] predicts illusory “acceleration on cosmic acceleration.” [v7] debunks Pauli’s Theorem.
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[v1] 2014-11-05 12:05:34
[v2] 2015-04-03 18:17:53
[v3] 2015-06-01 19:28:11
[v4] 2015-08-14 23:26:46
[v5] 2015-09-10 23:15:42
[v6] 2016-04-15 16:38:13
[v7] 2017-11-14 23:44:38
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