The Coulomb Branch of Yang-Mills Theory from the Schroedinger Representation
Jiannis Pachos
TL;DR
This paper computes the Coulomb potential between static colored sources in Yang-Mills theory using the electric Schrödinger representation, providing insights into the non-perturbative structure of the theory.
Contribution
It introduces a novel calculation of the Coulomb branch in Yang-Mills theory through the electric Schrödinger representation, offering a new perspective on the potential between static sources.
Findings
Calculated Coulomb potential in Yang-Mills theory
Demonstrated the utility of the electric Schrödinger representation
Provided results relevant for understanding confinement mechanisms
Abstract
The Coulomb branch of the potential between two static colored sources is calculated for the Yang-Mills theory using the electric Schroedinger representation.
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