The Effective Potential in the Massive ${\varphi }_4^4$ Model

Abstract

By applying the renormalization group equation, it has been shown that the effective potential $V$ in the massless ${\varphi }_4^4$ model and in massless scalar quantum electrodynamics is independent of the scalar field. This analysis is extended here to the massive ${\varphi }_4^4$ model, showing that the effective potential is independent of $\varphi$ here as well.

To be published in International Journal of Modern Physics A

References in corpus (2)

• The renormalization group improved effective potential in massless models
• Summation of Higher Order Effects using the Renormalization Group Equation

Cited by in corpus (7)

• Black Hole Thermodynamics and the Factor of 2 Problem
• Renormalization Scheme Dependence with Renormalization Group Summation
• Summing Radiative Corrections to the Effective Potential
• The Renormalization Group and the Effective Action
• A Massive Non-Abelian Vector Model
• The Effectve Potential in Massless Theories
• The Renormalization Group and the Effective Potential in the Wess-Zumino model