Renormalized Polyakov loop in the Fixed Scale Approach
arXiv:1001.4977 · doi:10.1016/j.physletb.2010.06.032
Abstract
I compute the deconfinement order parameter for the SU(2) lattice gauge theory, the Polyakov loop, using the fixed scale approach for two different scales and show how one can obtain a physical, renormalized, order parameter. The generalization to other gauge theories, including quenched or full QCD, is straightforward.
Final published version, Added references, Minor Changes, 9pages, 4 Figures
References in corpus (6)
- Renormalized Polyakov loops in many representations
- Effective Theory of Wilson Lines and Deconfinement
- QCD Thermodynamics from the Lattice
- Fixed Scale Approach to Equation of State in Lattice QCD
- Scaling and the continuum limit of gluoN_c plasmas
- Finite temperature SU(2) gauge theory: critical coupling and universality class
Cited by in corpus (6)
- Polyakov loop fluctuations in SU(3) lattice gauge theory and an effective gluon potential
- Casimir scaling and renormalization of Polyakov loops in large-N gauge theories
- The Polyakov loop and the hadron resonance gas model
- Probing Deconfinement with Polyakov Loop Susceptibilities
- Dynamical Locking of the Chiral and the Deconfinement Phase Transition in QCD
- Finite Temperature QCD on the Lattice -- Status 2010