Abstract

In this paper we present a variety of investigations inspired by the explanation of narrow ${e}^{+}$${e}^{\mathrm{\ensuremath{-}}}$ peaks in heavy-ion collisions as due to a possible new phase of QED. We extend, to the fourth order, previous calculations of the spectrum of QED in the strong-coupling phase. We formulate a program to study the properties of the electron propagator as a function of nonconstant background fields, using Monte Carlo techniques. We also construct a phenomenological model, based on the idea of a new phase, of some peculiar features of the heavy-ion scattering data. Motivated by the recent Bhabha-scattering experiments, we compute the effect on the Bhabha and annihilation cross sections of a narrow pseudoscalar state, including the contribution of the interference term.

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