Authors: Adel Sadeq
In This essay I shall derive the laws of nature from a simple mathematical system from a postulate that reality is indeed a mathematical structure. The system can be simulated by a computer program to generate many results that agree with Quantum mechanics. Also I will show that the system can be put in regular more familiar mathematical formalism. The postulate lead to assume particles are made of random lines were one end originates in a small region representing the particle and it extends to all other points in space and some ending on other particles. The points are really nothing but random numbers, hence reality is nothing but some relation between random numbers. Moreover, the lines are responsible for the interaction by a process of crossing or not crossing or meeting.The start point and the end point of these lines define space and the length of the line is interpreted as energy, time is just a change of state. The system unifies space, time, matter, energy and interaction, all in one coherent picture, so particles and the laws of nature governing them appear naturally. The simulations generate some basic Quantum Mechanics results and the 1/r law as in quantum field Theory. There are many other results such as the hydrogen 1s level where the universal constants like c, h, e and their relation that lead to Fine Structure constant automatically fall out of the simulation. Two such simulations are carried out; one is Bohr like model and the other Schrodinger like equations solution and show the equivalency. Also, the mass of the electron appear naturally using a simulation which is an extension of the Bohr model which in turn leads to the predicting the size of the proton. The system automatically displays the non-local behavior and explains the EPR in simple terms and shows the origin of spin. Some interesting formulas connecting proton to electron mass ratio, FSC and electron g-factor are produced. While it is shown that coulomb potential is produced by line crossing, Gravity appears when lines meet at a region of Planck's length(gravity needs more investigation).
Comments: 9 Pages. The simulation programs links are in color at the end of each section.
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[v1] 2016-05-06 20:10:49
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