Effective Lattice Actions for Finite-Temperature Yang-Mills Theory
Thomas Heinzl, Tobias Kaestner, Andreas Wipf
TL;DR
This paper develops effective lattice actions for the Polyakov loop in finite-temperature Yang-Mills theory using inverse Monte Carlo methods, aiming to improve understanding of the theory's thermodynamic properties.
Contribution
It introduces a novel inverse Monte Carlo approach to derive effective lattice actions for the Polyakov loop in finite-temperature Yang-Mills theory.
Findings
Successful derivation of effective actions for the Polyakov loop
Enhanced understanding of finite-temperature Yang-Mills thermodynamics
Potential applications in studying phase transitions
Abstract
We determine effective lattice actions for the Polyakov loop using inverse Monte Carlo techniques.
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Taxonomy
TopicsQuantum Chromodynamics and Particle Interactions · Theoretical and Computational Physics · High-Energy Particle Collisions Research