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Linear Yang–Mills Theory as a Homotopy AQFT Enthalten in Communications in mathematical physics 5.12.2019: 1-34
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Model-Independent Comparison Between Factorization Algebras and Algebraic Quantum Field Theory on Lorentzian Manifolds Enthalten in Communications in mathematical physics 5.9.2019: 1-27
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Homotopy theory of algebraic quantum field theories Enthalten in Letters in mathematical physics 16.1.2019: 1-46
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Abelian Duality on Globally Hyperbolic Spacetimes Enthalten in Communications in mathematical physics 25.5.2016: 1-32
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Algebraic Quantum Field Theory on Spacetimes with Timelike Boundary Enthalten in Institut Henri Poincaré: Annales Henri Poincaré Bd. 19, 30.5.2018, Nr. 8, date:8.2018: 2401-2433
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The Stack of Yang–Mills Fields on Lorentzian Manifolds Enthalten in Communications in mathematical physics Bd. 359, 21.3.2018, Nr. 2, date:4.2018: 765-820
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What Can We Know of Computational Information? Measuring, Quantity, and Quality at Work in Programmable Artifacts Enthalten in Topoi Bd. 35, 9.4.2014, Nr. 1, date:4.2016: 203-212
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