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Dynamical Mass in Strongly Coupled QED

Deog Ki Hong
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Abstract

We review dynamical mass generation in three and four dimensional Ableian gauge theories. The basic approach analyzed here is to solve Schwinger-Dyson equations in some approximations. In both cases, the coupling has to be larger than a critical value to have dynamical symmetry breaking. In $QED_4$, chiral symmetry is spontaneouly broken if $α>α_c (\simeq π/3)$ in ladder approximation. The electron becomes massive, and is realized as Skyrmion in the low energy effective action. In $QED_3$, electron gets dynmical mass in $1/N$ expansion if $N<N_c(\simeq 32/π^2)$. With a Chern-Simons term, parity tends to break maximally in $QED_3$. The quntum phase structure of $QED_3$ with or without a Chern-Simons term is peculiar.

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Deog Ki Hong. 1996-04-04. Dynamical Mass in Strongly Coupled QED. https://arxiv.org/abs/hep-ph/9604241

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