# Non-Lorentzian RG flows and Supersymmetry

## TL;DR

The paper introduces a method to derive scale-invariant, non-Lorentzian fixed point theories from supersymmetric models, preserving or enhancing supersymmetry, with applications to various high-dimensional superconformal theories.

## Contribution

It presents a novel non-Lorentzian rescaling process that yields supersymmetric fixed points, expanding the understanding of supersymmetry preservation in non-Lorentzian limits.

## Key findings

- Derived non-Lorentzian fixed point theories with preserved supersymmetry.
- Applied the method to five-dimensional super-Yang-Mills, BLG, and ABJM models.
- Achieved theories with 24 or 32 super(conformal) symmetries.

## Abstract

We describe a general process where a non-Lorentzian rescaling of a supersymmetric field theory leads to a scale-invariant fixed point action without Lorentz invariance but where the supersymmetry is preserved or even enhanced. We apply this procedure to five-dimensional maximally supersymmetric super-Yang-Mills, leading to a field theory with 24 super(conformal) symmetries. We also apply this procedure to the BLG model with 32 super(conformal) symmetries and ABJM models with 24 super(conformal) symmetries.