On quantum gauge theory with abelian gauge group via locally covariant algebraic quantum field theory:
On self-dual higher gauge theory on Lorentzian spacetimes via ordinary differential cohomology:
On Pontryagin duality for Cheeger-Simons differential characters:
On relating homotopy algebraic quantum field theory via local nets of observables to factorization algebras:
Marco Benini, Marco Perin, Alexander Schenkel, Model-independent comparison between factorization algebras and algebraic quantum field theory on Lorentzian manifolds, Communications in Mathematical Physics volume 377, pages 971–997 (2020) (arXiv:1903.03396v2, doi:10.1007/s00220-019-03561-x)
Marco Benini, Giorgio Musante, Alexander Schenkel, Quantization of Lorentzian free BV theories: factorization algebra vs algebraic quantum field theory [arXiv:2212.02546]
Marco Benini: A stacky approach to the comparison of axiomatizations of quantum field theory, talk at CQTS, NYU Abu Dhabi (Nov 2024) [slides:pdf]
Marco Benini, Victor Carmona, Alastair Grant-Stuart, Alexander Schenkel: On the equivalence of AQFTs and prefactorization algebras [arXiv:2412.07318]
Discussion of orbifolding via categorification, in homotopical algebraic quantum field theory:
On rigorous semi-topological 4d Chern-Simons theory via homotopical AQFT:
and its relation to 2d integrable models via -algebras:
On 1d AQFT and smooth stacks:
On non-perturbative aspects of the BV-formalism:
On 2d CFT in terms of AQFT on curved spacetimes:
On the time slice axiom in homotopical AQFT:
On model structure on modules for representations of higher local nets of observables in homotopical AQFT:
Formulation of the CS/WZW correspondence in homotopical AQFT:
On AQFT on curved spacetimes in terms of stacks of categories (2-sheaves) of field theories :
Discussion of lattice 2d Yang-Mills theory via derived algebraic geometry and prefactorization algebras:
Last revised on January 29, 2026 at 04:56:37. See the history of this page for a list of all contributions to it.