Dynamical Abelian Projection of Gluodynamics
Sergei V. Shabanov
TL;DR
This paper develops a gauge-independent, Lorentz-invariant effective scalar field theory for QCD at large distances, based on monopole dominance, to better understand confinement in gluodynamics.
Contribution
It introduces a novel gauge-independent and Lorentz-invariant effective scalar field theory for QCD, extending monopole dominance to the continuum limit.
Findings
Effective scalar field theory describes confinement.
Gauge independence and Lorentz invariance achieved.
Supports monopole dominance in continuum gluodynamics.
Abstract
Assuming the monopole dominance, that has been proved in the lattice gluodynamics, to hold in the continuum limit, we develop an effective scalar field theory for QCD at large distances to describe confinement. The approach is based on a gauge (or projection) independent formulation of the monopole dominance and manifestly Lorentz invariant.
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