1. Non-perturbative fixed points and renormalization group improved effective potential
- Author
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Alex G. Dias, J.D. Gomez, A. F. Ferrari, A. G. Quinto, Adriano Antonio Natale, Universidade Federal do ABC (UFABC), and Universidade Estadual Paulista (Unesp)
- Subjects
High Energy Physics - Theory ,Physics ,Quantum chromodynamics ,Nuclear and High Energy Physics ,Infrared fixed point ,High Energy Physics::Lattice ,High Energy Physics::Phenomenology ,Scalar (mathematics) ,FOS: Physical sciences ,Fixed point ,Renormalization group ,lcsh:QC1-999 ,Renormalization ,High Energy Physics - Phenomenology ,Effective potential ,Fixed points ,High Energy Physics - Phenomenology (hep-ph) ,High Energy Physics - Theory (hep-th) ,Quantum electrodynamics ,Scalar field ,lcsh:Physics ,Ultraviolet fixed point - Abstract
The stability conditions of a renormalization group improved effective potential have been discussed in the case of scalar QED and QCD with a colorless scalar. We calculate the same potential in these models assuming the existence of non-perturbative fixed points associated to a conformal phase. In the case of scalar QED the barrier of instability found previously is barely displaced as we approach the fixed point, and in the case of QCD with a colorless scalar not only the barrier is changed but the local minimum of the potential is also changed., Comment: 6 pages, 8 figures, References added. Matching the journal version
- Published
- 2014
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