Speaker
Description
Anomalous dimensions of composite operators like the scalar, tensor, or baryon are important
to determine energy dependent renormalization constants. Until now only perturbative predictions were available.
The recent proposal [PRL 121 (2018) 201601] provides a non-perturbative determination of anomalous dimensions in conformal systems
by defining a continuous real-space renormalization group transformation from gradient flow.
In this work we generalize the method to determine the running anomalous dimensions in QCD-like systems and
present results for the scalar, tensor, and baryon anomalous dimensions as the function of the
running coupling up to $g^2 \approx 10$.
We also investigate the emergence of chiral-spin symmetry suggested by Glozman et al.
