Meson spectra of asymptotically free gauge theories from holography
Johanna Erdmenger, Nick Evans, Marc Scott

TL;DR
This paper uses holographic models to predict the mesonic spectra of various asymptotically free gauge theories, showing good agreement with lattice results and highlighting the impact of the running anomalous dimension of the quark condensate.
Contribution
It introduces a holographic approach incorporating the running of the anomalous dimension to predict meson spectra across different gauge theories, including walking theories.
Findings
Holographic predictions match lattice QCD for meson masses.
Running of gamma explains spectrum similarities in different theories.
Walking theories show characteristic meson mass enhancements and suppressions.
Abstract
Using holography, we study the low-lying mesonic spectrum of a range of asymptotically free gauge theories. First we revisit a simple top-down holographic model of QCD-like dynamics with predictions in the M_rho-M_pi plane. The meson masses in this model are in very good agreement with lattice gauge theory calculations in the quenched approximation. We show that the key ingredient for the meson mass predictions is the running of the anomalous dimension of the quark condensate, gamma. This provides an explanation for the agreement of holographic and quenched lattice gauge theory calculations. We then study the `Dynamic AdS/QCD model' in which the gauge theory dynamics is included by a choice for the running of gamma. We use the naive two-loop perturbative running of the gauge coupling extrapolated to the non-perturbative regime to estimate the running of gamma across a number of…
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