Every AQFT over a filtered orthogonal category has an associated locally constant C*-categorical prefactorization algebra of superselection sectors, with the E_n-monoidal structure arising from Dunn-Lurie additivity of E_1 and E_{n-1} structures.
Horel, ``Factorization homology and calculus \`a la Kontsevich Soibelman,'' J.\ Noncommut.\ Geom.\ 11, 703--740 (2017) [arXiv:1307.0322 [math.AT]]
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Prefactorization algebras of superselection sectors
Every AQFT over a filtered orthogonal category has an associated locally constant C*-categorical prefactorization algebra of superselection sectors, with the E_n-monoidal structure arising from Dunn-Lurie additivity of E_1 and E_{n-1} structures.