Fermions and bosons in the expanding universe by the spin-charge-family theory

Abstract

The spin-charge-family theory, which is a kind of the Kaluza-Klein theories in $d=(13+1)$ --- but with the two kinds of the spin connection fields, the gauge fields of the two Clifford algebra objects, $S^{ab}$ and ${\tilde{S}}^{ab}$ --- explains all the assumptions of the standard model: The origin of the charges of fermions appearing in one family, the origin and properties of the vector gauge fields of these charges, the origin and properties of the families of fermions, the origin of the scalar fields observed as the Higgs's scalar and the Yukawa couplings. The theory explains several other phenomena like: The origin of the dark matter, of the matter-antimatter asymmetry, the "miraculous" triangle anomaly cancellation in the standard model and others. Since the theory starts at $d=(13+1)$ the question arises how and at which $d$ had our universe started and how it came down to $d=(13+1)$ and further to $d=(3+1)$. In this short contribution some answers to these questions are presented.

17 pages, wsprocs latex class; longer version talk presented at Bled Workshop 2017, "What comes beyond the standard models"

References in corpus (5)

• On the origin of families of quarks and leptons - predictions for four families
• Can the spin-charge-family theory explain baryon number non conservation?
• Discrete symmetries in the Kaluza-Klein-like theories
• New experimental data for the quarks mixing matrix are in better agreement with the spin-charge-family theory predictions
• Preface to the 18th workshop "What comes beyond the standard models", Bled July 11--19, 2015, and links to the talks in the proceedings

Cited by in corpus (1)

• Understanding the second quantization of fermions in Clifford and in Grassmann space -- New way of second quantization of fermions, Part I