Minimal Walking on the Lattice
Simon Catterall, Francesco Sannino
TL;DR
This paper presents evidence of walking dynamics in a specific two-color lattice Yang-Mills theory with two Dirac flavors, contributing to understanding near-conformal gauge theories.
Contribution
First demonstration of walking behavior in two-color lattice Yang-Mills theory with symmetric representation fermions.
Findings
Evidence of walking dynamics observed.
Supports the existence of near-conformal behavior.
Provides data for lattice gauge theory studies.
Abstract
We provide the first evidence of a walking dynamics for two color lattice Yang-Mills theory with two Dirac flavors in the symmetric representation of the gauge group.
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