rely much on rigorous mathematical results to make progress. The old and well established quantum gravity programs of loop quantum gravity (LQG) [@Rovelli-Vidotto-Book] and string theory [@stringbook1; @Schwarz] are good examples of this new paradigm to find clues about the underlying physics at the Planck scale. For a review of the motivations and main results of LQG and spin foam models we recommend the book [@Rovelli-Vidotto-Book]. We also recommend a review of the main elements of the higher dimensional Lie algebra unification program [@Georgi; @Koca3; @Koca4; @Zee; @gilmore], which is closely related to string theory. With those results as guides, this paper will construct a model that does not have a priori assumptions of general relativity (GR) and the usual Yang Mills gauge quantum fields, but yet has their building blocks built-in in a consistent way to generate their emergent macroscopic properties starting only from the notion of quantum geometry.

It is interesting to point out that LQG starts from GR and provides its quantization which leads to the quantization of the geometry itself; lengths, areas and volumes, in operator form, have discrete spectra; they have minimum quanta. But it does not incorporate matter and the quantum fields $-$ the 