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You are the one who gets agitated when Mr. Greene makes reference to "conformally invariant supersymmetric quantum gauge field theory" and such.
The correct gauge field theory for the weak force incorporates the quantum field theory of electromagnetism (quantum electrodynamics) and is called electroweak theory.
Similarly, string theorists did not assume supersymmetry, extra dimensions, the dualities of M-theory or the myriad possible universes; they discovered them to be consequences of a theory that subsumes empirically well-established features such as general relativity, gauge field theory and chiral quarks and leptons.
(21) and (31) that the light-like electron produces pure gauge field in QED.
We study standing waves for nonlinear Schrödinger equations with the gauge field.
Besides, we study asymptotics for the minimizers of MCSH energy functional when the gauge field vanishes.
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The results have applications to the study of gauge fields by stochastic means.
Non-Gaussianity of equilateral type can also be generated if some of the axions are coupled to massless gauge fields.
Only in the late 1960's did I recognize the structural similarity mathematically of non-Abelian gauge fields with general relativity and understand that they both were connections mathematically".
The Yang-Mills measure for gauge fields over the two-sphere is constructed using a conditioned white-noise process.
Noting Weyl's strong association of gauge invariance with relativity theory in Weyl's 1929 paper, Yang (1986) remarks: "Twenty years later, when Mills and I worked on non-Abelian gauge fields, our motivation was completely divorced from general relativity and we did not appreciate that gauge fields and general relativity are somehow related.
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