Quantum Gravity and String Theory


Particle Count Reduction in an E8 Standard Model

Authors: J Gregory Moxness

By definition in Lie Algebras, all roots can be composed from either all positive or all negative combinations of their "simple roots". Taking a modified A.G. Lisi split real even E8 model with 240 fundamental physics particles associated with an extended Standard Model, a particle count reduction (from 240 fundamental particles to 8 "elemental" particles) is determined from these 8 simple roots. Interestingly, by taking account of the particle mass assignments, all known fermions {e/ν, u/d, c/s, t/b}, as well as known (plus the Lisi predicted) bosons {W/B, gluons(g), ω, eφ, xΦ} can be generated with the sum of the simple root masses being less than the resulting composite particle masses (with the exception of the four 2nd and 3rd generation lepton

Comments: 24 pages

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Submission history

[v1] 4 Sep 2011

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