The theory of quark confinement
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This is the second of the two last papers by V. N. Gribov concluding his 20 year long study of the problem of quark confinement in QCD. In this paper the analytic structure of quark and gluon Green's functions is investigated in the framework of the theory of confinement based on the phenomenon of supercritical binding of light quarks. The problem of unitarity in a confining theory is discussed. The write-up remained unfinished and so it is presented here. The author was planning to considerably extend the paper. The text was prepared for publication by Yu. Dokshitzer, C. Ewerz, and J. Nyiri.
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Cited by 2 Pith papers
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Principles and Possibilities for Bound States in Gauge Theory
Temporal gauge fixing and Gauss' law yield an instantaneous confining potential for color-singlet q q-bar states when a non-vanishing boundary condition is imposed at infinity, enabling perturbative hadron calculation...
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Principles and Possibilities for Bound States in Gauge Theory
Canonical quantization in temporal gauge produces instantaneous bound-state potentials in QED and QCD; a non-vanishing boundary condition on the longitudinal gluon field at infinity yields confinement for color single...
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