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mathematical, conceptual, and constructive problems in
local relativistic quantum physics (LQP).
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Categorification of algebraic quantum field theories
Marco Benini
,
Marco Perin
,
Alexander Schenkel
,
Lukas Woike
March 30, 2020
algebraic quantum field theory
,
2-categories
,
2-operads
,
quasi-coherent sheaves
,
locally presentable linear categories
,
categorified orbifold theories
,
local-to-global extensions
open access link
Lett. Math. Phys. 111, 35 (2021)
Homotopy theory of algebraic quantum field theories
Marco Benini
,
Alexander Schenkel
,
Lukas Woike
May 22, 2018
algebraic quantum field theory
,
Gauge theory
,
BRST/BV formalism
,
model categories
,
colored operads
,
homotopy algebras
,
E_infinity-algebras
,
stacks
open access link
doi:10.1007/s11005-018-01151-x
Involutive categories, colored $\ast$-operads and quantum field theory
Marco Benini
,
Alexander Schenkel
,
Lukas Woike
February 26, 2018
involutive categories
,
involutive monoidal categories
,
*-monoids
,
colored operads
,
*-algebras
,
algebraic quantum field theory
open access link
Operads for algebraic quantum field theory
Marco Benini
,
Alexander Schenkel
,
Lukas Woike
September 25, 2017
algebraic quantum field theory
,
locally covariant quantum field theory
,
colored operads
,
change of color adjunctions
,
Fredenhagen’s universal algebra
open access link
doi:10.1142/S0219199720500078
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