Metaplectic Categories, Gauging and Property F

@article{Gustafson2018MetaplecticCG,
  title={Metaplectic Categories, Gauging and Property F},
  author={Paul Gustafson and Eric C. Rowell and Yuze Ruan},
  journal={arXiv: Quantum Algebra},
  year={2018}
}
$N$-Metaplectic categories, unitary modular categories with the same fusion rules as $SO(N)_2$, are prototypical examples of weakly integral modular categories. As such, a conjecture of the second author would imply that images of the braid group representations associated with metaplectic categories are finite groups, i.e. have property $F$. While it was recently shown that $SO(N)_2$ itself has property $F$, proving property $F$ for the more general class of metaplectic modular categories is… Expand
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