The infrared dynamics of Minimal Walking Technicolor

TL;DR

This study investigates the infrared behavior of Minimal Walking Technicolor using lattice simulations, revealing a conformal scenario with a small anomalous dimension and providing insights into the spectrum and dynamics of the theory.

Contribution

The paper presents the first lattice simulation results for the spectrum and infrared dynamics of Minimal Walking Technicolor, including the determination of the anomalous dimension *.

Findings

Infrared dynamics resemble SU(2) pure Yang-Mills theory with a sliding energy scale.

The mesonic mass scale is significantly larger than the gluonic scale.

The anomalous dimension * is estimated to be 0.22  0.06.

Abstract

We study the gauge sector of Minimal Walking Technicolor, which is an SU(2) gauge theory with nf=2 flavors of Wilson fermions in the adjoint representation. Numerical simulations are performed on lattices Nt x Ns^3, with Ns ranging from 8 to 16 and Nt=2Ns, at fixed \beta=2.25, and varying the fermion bare mass m0, so that our numerical results cover the full range of fermion masses from the quenched region to the chiral limit. We present results for the string tension and the glueball spectrum. A comparison of mesonic and gluonic observables leads to the conclusion that the infrared dynamics is given by an SU(2) pure Yang-Mills theory with a typical energy scale for the spectrum sliding to zero with the fermion mass. The typical mesonic mass scale is proportional to, and much larger than this gluonic scale. Our findings are compatible with a scenario in which the massless theory is conformal in the infrared. An analysis of the scaling of the string tension with the fermion mass towards the massless limit allows us to extract the chiral condensate anomalous dimension \gamma*, which is found to be \gamma*=0.22+-0.06.