Universality of the Linear Potential in Effective Models for the Low Energy QCD coupled with the Dilaton Field
arXiv:hep-ph/0310236 · doi:10.1016/j.physletb.2003.07.054
Abstract
QCD motivated effective models coupled with the cosmological dilaton field are analyzed. It is shown that all models possess confining solutions with the linear potential of confinement even thought such solutions are not observed in the original effective theory. In case of the Pagels-Tomboulis model analytical solutions are explicit found.
10 pages
References in corpus (3)
Cited by in corpus (15)
- Electroweak and supersymmetric two-loop corrections to (g-2)_μ
- Complete Two-Loop Electroweak Fermionic Corrections to sin^2(theta_eff) and Indirect Determination of the Higgs Boson Mass
- Radiative Corrections in Precision Electroweak Physics: a Historical Perspective
- Two-Loop Renormalization in the Standard Model Part III: Renormalization Equations and their Solutions
- The effective electroweak mixing angle with two-loop fermionic contributions
- Two-Loop Renormalization in the Standard Model Part I: Prolegomena
- Bosonic Corrections to The Effective Weak Mixing Angle at O(alpha^2)
- Two-loop electroweak fermionic corrections to sin^2 theta_{eff}^{b anti-b}
- Two-loop fermionic electroweak corrections to the Z-boson width and production rate
- The effective electroweak mixing angle with two-loop bosonic contributions
- Two-Loop Renormalization in the Standard Model Part II: Renormalization Procedures and Computational Techniques
- Higgs-mass dependence of the effective electroweak mixing angle at the two-loop level
- Bosonic corrections to the effective leptonic weak mixing angle at the two-loop level
- Broken scale invariance, massless dilaton and confinement in QCD
- The effect of geometry on charge confinement in three dimensions