QCD(SU(infinite) as a model of infinite dimensional constant gauge field configurations
Luiz C L Botelho
TL;DR
This paper investigates the properties of an infinite-dimensional gauge field model in QCD, exploring the string representation and confinement phenomena within a simplified Yang-Mills path integral framework.
Contribution
It introduces and analyzes a reduced dynamical model for QCD(SU(infinite)) based on constant gauge fields, providing insights into confinement and string representation validity.
Findings
Clarifies the role of constant gauge fields in QCD(SU(infinite))
Examines the applicability of string models to confinement
Provides a simplified framework for studying non-perturbative QCD phenomena
Abstract
We study and clarify in a reduced dynamical model for QCD(SU(infinite)) (called Bollini-Giambiagi model ) , and defined by constant gauge fields Yang- Mills path integral , several concepts on the validity of the string representation for QCD (SU(infinite)) and the confinement problem
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