Monopoles of the Dirac type and color confinement in QCD
Tsuneo Suzuki, Atsuki Hiraguchi, Katsuya Ishiguro

TL;DR
This paper presents Monte Carlo simulations in SU(3) lattice QCD demonstrating Abelian dominance, monopole dominance, and the dual Meissner effect, supporting a new Abelian-based mechanism for color confinement without gauge fixing.
Contribution
First lattice SU(3) results showing Abelian and monopole dominance and the dual Meissner effect in a gauge-invariant manner, supporting a new confinement scheme based on Dirac monopoles.
Findings
Perfect Abelian dominance in static potentials.
Monopole dominance with respect to Polyakov loop correlators.
Observation of the Abelian dual Meissner effect.
Abstract
We present results of Monte-Carlo studies of a new color confinement scheme proposed recently due to Abelian-like monopoles of the Dirac type corresponding in the continuum limit to violation of the non-Abelian Bianchi identities (VNABI). The simulations are done without any additional gauge-fixing smoothing the vacuum. We get for the first time, in pure simulations with the standard Wilson action, (1) the perfect Abelian dominance with respect to the static potentials on lattices at using the multilevel method. (2) The perfect monopole as well as Abelian dominances with respect to the static potentials by evaluating the Polyakov loop correlators on at . The Abelian photon part gives zero string tension. (3) The Abelian dual Meissner effect is observed with respect to the Abelian gauge field and Abelian monopoles.…
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Taxonomy
TopicsQuantum Chromodynamics and Particle Interactions · High-Energy Particle Collisions Research · Black Holes and Theoretical Physics
