# Resolving the instability of the Savvidy vacuum by dynamical gluon mass

@article{Vercauteren2007ResolvingTI,
title={Resolving the instability of the Savvidy vacuum by dynamical gluon mass},
author={D. Vercauteren and Henri Verschelde},
journal={Physics Letters B},
year={2007},
volume={660},
pages={432-438}
}
• Published 4 December 2007
• Physics
• Physics Letters B
5 Citations

## Figures from this paper

• Physics
• 2008
Features of screening and confinement are studied for a non-Abelian gauge theory with a mixture of pseudoscalar and scalar couplings, in the case where a constant chromoelectric, or chromomagnetic,
• Physics
• 2010
We consider the gluon propagator D(p{sup 2}) at various lattice sizes and spacings in the case of pure SU(3) Yang-Mills gauge theories using the Landau gauge fixing. We discuss a class of fits in the
• Physics
Physical Review D
• 2019
We calculate the pair production rates for spin-$1$ or vector particles on spaces of the form $M \times {\mathbb R}^{1,1}$ with $M$ corresponding to ${\mathbb R}^2$ (flat), $S^2$ (positive curvature)
• Physics
• 2011
Electric and magnetic screenings of thermal gluons are studied using the background expansion method in a gluodynamic model with a gauge invariant dimension-2 gluon condensate at zero momentum. At

## References

SHOWING 1-10 OF 19 REFERENCES

• Physics
• 2002
We resolve the controversy on the stability of the monopole condensation in the one-loop effective action of SU(2) QCD by calculating the imaginary part of the effective action with two different
We give an argument for deriving analytically the infrared “Abelian” dominance in a gauge invariant way for the Wilson loop average in SU(2) Yang– Mills theory. In other words, we propose a possible
• Physics
• 1997
We calculate a fully renormalizable effective action for local composite operators in the U(N) Gross-Neveu model, recently introduced by one of us, to two loop order. We obtain results for the
A restricted gauge theory is obtained as a self-consistent subset of a non-Abelian gauge theory by imposing an extra magnetic symmetry to the gauge symmetry. The theory describes the dual dynamics