A Massive Non-Abelian Vector Model

Abstract

The introduction of a Lagrange multiplier field to ensure that the classical equations of motion are satisfied serves to restrict radiative corrections in a model to being only one loop. The consequences of this for a massive non-Abelian vector model are considered.

8 pages, LaTeX format; further comments added; accepted for publication at the Canadian Journal of Physics

References in corpus (5)

• Quantization of the First-Order Two-Dimensional Einstein-Hilbert Action
• The Effective Potential in the Massive ${\varphi }_4^4$ Model
• The renormalization group improved effective potential in massless models
• Summing Radiative Corrections to the Effective Potential
• Quantum-classical interactions through the path integral

Cited by in corpus (3)

• On Restricting to One Loop Order the Radiative Effects in Quantum Gravity
• Restricting loop expansions in gauge theories coupled to matter
• Use of Lagrange multiplier fields to eliminate multiloop corrections