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Citation: Barkeshli, Maissam, et al. "Symmetry fractionalization, defects, and gauging of topological phases." Physical Review B 100.11 (2019): 115147.
Tags: Foundational, To-read
This is a big paper, detailing a theory of how global symmetries of topological orders can be gauged into local symmetries. Phases of matter equivalent in the absence of the symmetry but distinct in the presence of symmetry are known as symmetry-protected topological phases (SPT phases), and serve a key role in the modern theory of topological order.
This theory is very mathematically intricate, and as such there are lots of mathematical appendices and reviews included in this article to be maximally palatable to a physics audience.
I have yet to read this paper past the introduction, but it is definitely on my to-do list.