Caloron correction to the effective potential in thermal gluodynamics
arXiv:1501.00474
Abstract
The effective potential in thermal gluodynamics has stable minima in perturbation theory. There the Wilson line is center group valued and eigenvalues of the Wilson line stay clustered. Calorons with non-trivial holonomy contribute to one loop order a linear term in the holonomy. The sign is such that the center group minimum stays stable.
arXiv comment18 pages, 3 figures
References in corpus (12)
- SU(2) Calorons and Magnetic Monopoles
- Quantum weights of dyons and of instantons with non-trivial holonomy
- Z(N) interface tension in a hot SU(N) gauge theory
- Hard thermal loops, to quadratic order, in the background of a spatial 't Hooft loop
- Spatial 't Hooft loop to cubic order in hot QCD II
- Two-loop perturbative corrections to the thermal effective potential in gluodynamics
- SU(N) caloron measure and its relation to instantons
- Adjoint fermion zero-modes for SU(N) calorons
- Gluino zero-modes for non-trivial holonomy calorons
- Fermionic determinant for SU(N) caloron with nontrivial holonomy
- The thermal instanton determinant in compact form
- Fermionic determinant for dyons and instantons with nontrivial holonomy