Video 4.1: Evidence of constancy of speed of light in all inertial reference frames.

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  • Опубликовано: 21 окт 2024
  • This is the fourth video in a series of videos where I aim to introduce my independent research into a specific class of discrete dynamics systems.
    Some preliminary evidence of satisfaction of Einstein's relativity postulate -
    The primary goal of this research is to demonstrate the emergence of physically comparable behaviour and through such observations make deductions regarding the underlying discrete structure and dynamics of spacetime. The SERD model is a dynamically evolving network constructed from fundamental discrete units called space elements, that duplicate (split in two) and reduce (disappear) between point-like particles which act as the vertices or nodes of the network. These particles split and merge creating propagating bifurcations, multi-edges and self loops. The system evolves in discrete time, and at each timestep duplications, reductions, splits and merges of all constituents may occur, as well as bifurcation collisions. Information from duplications and reductions propagate through the network effecting nearest neighbour space elements and point particles at a rate of one space element per timestep. The point particles act as the observers and frame of reference of the system, as well as constituting the matter particles. The system takes a configuration in Euclidean space that attempts to minimize the curvature induced by the network. The rules and structure arise out of a philosophical first principle.
    This video gives a recap on the structure of the SERD system, a brief description of my initial approaches to the to the test and details of the final test implementation used to test for special relativity postulate satisfaction. The video ends on showing that the distribution of the information propagation velocities in inertial frames is scale invariant and centred around 1 even for very large systems with a large range of velocities. Video part 2 demonstrates that these velocities tend towards 1 as you increase the number of loops/runs/microstate path samples of the system.
    Papers: westengland.ac... www.complex-sy...
    If you are interested in my research, have any questions or just want to connect my email is tommyleonwood@gmail.com

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