## Particle Count Reduction in an E_{8} 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 E_{8} 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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