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- W2266886586 abstract "The Dyson-Schwinger equations [DSEs] provide a Poincare invariant, non-perturbative, renormalisable, continuum approach to solving gauge field theories, which also yields perturbation theory in the weak coupling limit. The elementary quantities in this approach are the Schwinger functions, which are the moments of the measure of the field theory. their analytic properties provide information about confinement and dynamical chiral symmetry breaking two-point quark and gluon Schwinger functions is a sufficient condition for confinement because it ensures the absence of quark and gluon production thresholds in color-singlet to singlet S-matrix amplitudes. These features make the approach well suited to studying hadronic observables and elucidating the observable effects of bound state substructure." @default.
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- W2266886586 date "1996-07-01" @default.
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- W2266886586 title "Elastic and transition form factors of mesons" @default.
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