Paper
Charged Fields in a Whole Abelian Model
- Authors:
- J. Chauca; R. Doria
- Abstract
- Observing that nature also works as a group, a reinterpretation for field theory is given by taking the fields set {G_μ^I } as origin. Based on this assumption a whole abelian gauge theory is developed. It includes the usual abelian case and incorporates new structures as non-linearity and renormalizable mass without requiring spontaneous symmetry breaking. A next step for this systemic symmetry is to introduce an abelian internal structure. To propose an invariant action under the transformation law 〖G_μ^I〗^'=A_J^I G_μ^J+k_I ∂_μ α where A_J^I means a generic fields rotation matrix. This motivates to investigate on A_J^I possibilities, understand on its possible physicities, as consider SO(N) symmetry and introduce charged fields through SO(2) symmetry. So given such systemic gauge symmetry based on a common gauge parameter, this work builds up a systemic abelian pattern of type 〖U(1)〗_local×〖SO(2)〗_global for embracing γ, Z^0, W^+, W^- or charged particles like that.
- Keywords
- Whole Abelian Model; Unification; Charged Fields
- StartPage
- 96
- EndPage
- 104
- Doi