TL;DR
This paper investigates the hypothesis that monopoles, which may condense in the QCD vacuum to form a dual superconductor, are classical solutions of the equations of motion, providing insights into confinement mechanisms.
Contribution
It analyzes the classical solutions corresponding to monopoles in QCD, exploring their role in the dual superconductor model of confinement.
Findings
Monopoles can be classical solutions in QCD equations of motion.
Monopole condensation potentially explains quark confinement.
Supports the dual superconductor hypothesis in QCD.
Abstract
The hypothesis is analysed that the monopoles condensing in QCD vacuum to make it a dual superconductor are classical solutions of the equations of motion.
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