Relativity and Cosmology


Information Relativity: The Special and General Theory

Authors: Ramzi Suleiman

We propose a simple, axiom-free modification of Galileo-Newton's dynamics of moving bodies, termed Information Relativity theory. We claim that the theory is capable of unifying physics. The claimed unification is supported by the fact that the same derived set of simple and beautiful transformations, apply successfully to predicting and explaining many phenomena and findings in cosmology, quantum mechanics, and more. Our modification of classical physics is done simply by accounting for the time travel of information about a physical measurement, from the reference frame at which the measurement was taken, to an observer in another reference frame, which is in motion relative to the first frame. This minor modification of classical physics turns out to be sufficient for unifying all the dynamics of moving bodies, regardless of their size and mass. Since the theory's transformations and predictions are expressed only in terms of observable physical entities, its testing should be simple and straightforward. For quantum mechanics the special version of the theory for translational inertial motion predicts and explains matter-wave duality, quantum phase transition, quantum criticality, entanglement, the diffraction of single particles in the double slit experiment, the quantum nature of the hydrogen atom. For cosmology, the theory constructs a relativistic quantum cosmology, which provides plausible and testable explanations of dark matter and dark energy, as well as predictions of the mass of the Higgs boson, the GZK cutoff phenomena, the Schwarzschild radius of black holes (without interior singularity), and the timeline of ionization of chemical elements along the history of the universe. The general version of the theory for gravitational and electrostatic fields, also detailed in the paper, is shown to be successful in predicting and explaining the strong force, quantum confinement, and asymptotic freedom.

Comments: 70 Pages.

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Submission history

[v1] 2017-01-08 16:08:20

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