This paper, https://agemozphysics.com/wp-content/uploads/2020/12/group_wave_constant_speed-1.pdf, is in my opinion the most profoundly groundbreaking thing I’ve ever written. Even with all the work I’ve done on the Activation Layer and Dual-Spin particles, this paper, more than anything else, redefines for me how elementary particles must exist. Let’s take a look and see why I think this.
To summarize, the paper does a mathematical proof of how particles formed as a composite group wave will always obey one of Einstein’s fundamental postulates that gives us special relativity–all observers see light particles moving at a constant speed, regardless of the observer’s frame of reference velocity. Along with this, it answers the dilemma of the violation of causality of entangled particles and the instantaneous energy-free affects of quantum interference in the Stern-Gerlach and two-slit experiments. We don’t have to resort to weird things like Everett’s Many Worlds, multiple rolled up dimensions, or Bohm’s pilot waves. The funny thing is, at least for me, is how historically we have assumed all field and particles must be causal (limited by a constant speed c), but I’m always surprised that everything by default doesn’t move at infinite speed–what limits all particles and field motions to this arbitrary constant speed? This paper cleanly explains how this works, and that is why I have such high regard for it.
A big part of why the group wave construct is so interesting is how it denies the traditional understanding of what an elementary particle is. As the paper shows, the group wave assumption cannot just be a mathematical equivalent to a point particle, that is, a Fourier expansion of a delta function. Suppose the correct physical explanation for an elementary particle is just an existence as a point in R3 space, and the math for the particle’s properties happens to be easier by creating a Fourier representation. A rotating point particle giving off quantum waves will not Doppler shift and will not show the constant speed of special relativity!
No, to observe the constant speed postulate of special relativity, the group wave concept is fundamental to reality. For it to work, that is, show the constant speed c over time, the particle’s existence must come from a composite of waves that have a linear component in the direction of motion that will Doppler shift. This is such a revolutionary way to think of our existence. One consequence appears to be that every particle in our brain, for example, is a stable “rogue wave” confined by the boundaries defined by the Activation Layer thickness and the particle’s light cone. The stability comes from these boundaries, there is no way the particle can vanish except via an annihilation of an oppositely phased anti-particle (or some equivalent such as a pair of photons).
There is something very profound about realizing how completely dominant waves are in this existence, that far from being a wave-particle duality, it is all waves! Particles (and us!) are just a consequence of various ways waves interact.
Agemoz
Tags: physics, quantum, quantum theory, science, special relativity, special-relativity
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