T. Johnson-Freyd

activity

20182020

most cited(3+1)D topological orders with only a

Z_{2}

-charged particle

15 citations · 22 across the 3 of their papers we have counts for

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math.QA2020★ 15 cited

(3+1)D topological orders with only a $Z_{2}$ -charged particle

Theo Johnson-Freyd

There is exactly one bosonic (3+1)-dimensional topological order whose only nontrivial particle is an emergent boson: pure $Z_{2}$ gauge theory. There are exactly two (3+1)-…

math.QA2019

Supersymmetry and the Suzuki chain

Theo Johnson-Freyd

We classify $N = 1$ SVOAs with no free fermions and with bosonic subalgebra a simply connected WZW algebra which is not of type $E$ . The latter restriction makes the class…

math.QA2018

Galois action on VOA gauge anomalies

Theo Johnson-Freyd

Assuming regularity of the fixed subalgebra, any action of a finite group $G$ on a holomorphic VOA $V$ determines a gauge anomaly $α \in H^{3} (G; μ)$ , where $\bold…

(3+1)D topological orders with only a Z2​-charged particle

Supersymmetry and the Suzuki chain

Galois action on VOA gauge anomalies

(3+1)D topological orders with only a $Z_{2}$ -charged particle