Does The Empire Hamiltonian for the QSN Define the Electron, Photon, Neutrino and Quark?
I have realized that the empire Hamiltonian for the Quasicrystalline Spin Network (QSN) may define the electron, along with the photon, neutrino and quark.
- tetrahedral trits in the E8 derived QSN as legal states of the CQC and
- the discrete quantum of interaction – the empire trit parity and anti-parity values. Empire interactions are the foundational quantum interaction of the superfluid and all its phases.
It is 4 feet long. In the bottom image, I give an analogy of the electron at rest. Imagine that we discretize my cable into 1 inch unit lengths that are straight lines to model the Planck length of a tetrahedral trit in the QSN with that length. I have 12 x 4 = 48 of these units to play with. And in the QSN model for the electron, I play with them one unit at a time as ordered sets of legal states in the QSN to form a step wise animation of quasiparticle propagation. If I use all of my 48 units to get the maximal number of particle clock cycles, I wind my blue cable 12 times around the pole and it propagates only a small distance. This is a limit, as the electron at rest, where it experiences the greatest mass, least propagation relative to some substructure possibility space, such as the QSN, and it experiences the greatest amount of time or clock cycles. That’s the bottom image. Going up to the middle image, we change the ratio of which of the 48 units are used for clock cycles relative to forward propagation. Now, the electron quasiparticle covers greater distance in exchange for reducing its internal clock cycles by ½ to only 6 windings. Of course, this idea was conceived of by de Broglie in a non-discretized version that had no first principles possibility to ever be mapped to E8 based gauge symmetry unification physics. In the top image, we show the impossible case of the electron acquiring an infinite amount of energy such that it can propagate the maximum possible distance in the QSN relative to the possibility point space. At this limit, its clock cycles slow down to 0 in exchange for the limit of propagation where it behaves like a photon.
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