Gauge anomalies of finite groups
@article{Gripaios2022GaugeAO, title={Gauge anomalies of finite groups}, author={Ben Gripaios}, journal={Physical Review D}, year={2022} }
Finite symmetry groups are ubiquitous in physics, e.g. for stabilizing particles such as the proton or dark matter, or for explaining the patterns of masses and mixings of quarks and leptons. The lore of quantum gravity says that they should be gauged and the lore of gauge symmetry says that they should be free of anomalies that can arise when they act on chiral fermions, at least if they are to be linearly realized in vacuo. The study of such anomalies was pioneered by Graham Ross in…
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References
SHOWING 1-10 OF 21 REFERENCES
Tri-bimaximal neutrino mixing from discrete symmetry in extra dimensions
- Physics, Mathematics
- 2005
Character Theory of Finite Groups
- Mathematics
- 2010
1. (i) Suppose K is a conjugacy class of Sn contained in An; then K is called split if K is a union of two conjugacy classes of An. Show that the number of split conjugacy classes contained in An is…
Phys
- Lett. B 260, 291
- 1991
JHEP 08
- 003
- 2019