Strongly coupled positronium in a chiral phase

Physics – High Energy Physics – High Energy Physics - Phenomenology

Scientific paper

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30 pages, Revtex, plus five figures available from the authors

Scientific paper

Strongly coupled positronium, considered in its pseudoscalar sector, is studied in the framework of relativistic quantum constraint dynamics. Case's method of self-adjoint extension of singular potentials, which avoids explicit introduction of regularization cut-offs, is adopted. It is found that, as the coupling constant \alpha increases, the bound state spectrum undergoes an abrupt change at the critical value \alpha = \alpha_c = 1/2. For \alpha > \alpha_c, the mass spectrum displays, in addition to the existing states for \alpha < \alpha_c, a new set of an infinite number of bound states concentrated in a narrow band starting at mass W=0. In the limit \alpha going to \alpha_c from above, these states shrink to a single massless state with a mass gap with the rest of the spectrum. This state has the required properties to represent a Goldstone boson and to signal a spontaneous breakdown of chiral symmetry. It is suggested that the critical coupling constant \alpha_c be viewed as a possible candidate for an ultra- violet stable fixed point of QED, with a distinction between two phases, joined to each other by a first-order chiral phase transition.

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