Quantum Gravity and String Theory

   

Finally a Unified Quantum Gravity Theory! Collision Space-Time: the Missing Piece of Matter! Gravity is Lorentz and Heisenberg Break Down at the Planck Scale. Gravity Without G

Authors: Espen Gaarder Haug

Based on a very simple model where mass, at the deepest level, is colliding indivisible particles and energy is indivisible particles not colliding, we get a new and simple model of matter that seems to be consistent with experiments. Gravity appears to be directly linked to collision time and also the space the collisions take up; we could call it collision space-time. This leads to a completely new quantum gravity theory that is able to explain and predict all major gravity phenomena without any knowledge of Newton’s gravitational constant or the mass size in the traditional sense. In addition, the Planck constant is not needed. Our model, combined with experimental data, strongly indicates that matter is granular and consists of indivisible particles that are colliding. Further, from experiments it is clear that the diameter of the indivisible indivisible particle is the Planck length. Our theory even predicts that there can be no time dilation in quasars, something that is consistent with observations and yet is inconsistent with existing gravity theories. Several modern quantum gravity models indicate that Lorentz symmetry is broken at the Planck scale, but there have been no signs of this occurring, despite extensive efforts to look for Lorentz symmetry break downs. We show that Lorentz symmetry break downs indeed happen and, to our own surprise, this is actually very easy to detect. In our model, it is clear that Lorentz symmetry break down is gravity itself. This seems contradictory, as Planck energies are very high energy levels, but we show that this must be seen in a new perspective. We also introduce a new quantum wave equation that tells us that gravity is both Lorentz symmetry break down and Heisenberg uncertainty break down at the Planck scale. Our wave equation in this sense includes gravity. For masses smaller than a Planck mass, probability will also dominate gravity; it is then a probability for Heisenberg uncertainty break down. At the Planck mass size and up, determinism dominates. For the first time, we have a quantum theory that unifies gravity with the quantum, all derived from a very simple model about the quantum. Our theory is simple, and we show that an indivisible particle is the fundamental unit of all mass and energy – a quantity that has been missing in physics all this time. Newton was one of the last great physicists who thought that such particle was essential, but it was naturally impossible for one man to solve the entire problem. This paper stands on the shoulders of giants like Newton, Einstein, Planck, and Compton to explore these long-standing questions. The beauty of our theory is that it keeps almost all existing and well-tested equations completely intact (unchanged) all the way to the Planck scale. Anything else would be a surprise; after all, some areas of physics have been extremely successful in predictions and have also been well-tested. Still, in our work, the Planck scale and all equations are united into one simple and powerful theory. Unlike standard physics, there are no inconsistencies in our theory. QM is unified with gravity, and even a simplified version of the Minkowski space- time is consistent with QM and gravity. A long series of mysteries in QM vanish, under our new interpretation.

Comments: 35 Pages.

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Submission history

[v1] 2019-04-29 03:29:57
[v2] 2019-05-03 07:53:58

Unique-IP document downloads: 731 times

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