Based on the construction provided in our paper “Covariant homogeneous nets of standard subspaces”, Comm Math Phys 386:305–358, (2021), we construct non-modular covariant one-particle nets on the two-dimensional de Sitter spacetime and on the three-dimensional Minkowski space
Let F be a local net of von Neumann algebras in four spacetime dimensions satisfying certain natural...
In this study, we construct a 1+1-dimensional, relativistic, free, complex scalar Quantum Field Theo...
We classify Haag-dual Poincar'e covariant subsystems B subset F of a graded-local net F on 4D Minkow...
Based on the construction provided in our paper “Covariant homogeneous nets of standard subspaces”, ...
Rindler wedges are fundamental localization regions in AQFT. They are determined by the one-paramete...
We determine the Tomita-Takesaki modular data for CFTs in double cone and light cone regions in conf...
The Bisognano-Wichmann property for local, Poincaré covariant nets of standard subspaces is discusse...
Rindler wedges are fundamental localization regions in AQFT. They are determined by the one-paramete...
In the theory of nets of observable algebras, the modular operators associated with wedge regions ar...
We discuss the Bisognano–Wichmann property for localPoincaré covariant nets of standard subspaces. W...
We discuss the Bisognano–Wichmann property for localPoincaré covariant nets of standard subspaces. W...
27 pages, no figures.-- MSC2000 codes: 81T05, 81S05, 81R40, 81R15, 81T40, 22D10, 22D12.-- Dedicated ...
Let F be a local net of von Neumann algebras in four spacetime dimensions satisfying certain natural...
In this study, we construct a 1+1-dimensional, relativistic, free, complex scalar Quantum Field Theo...
We classify Haag-dual Poincar'e covariant subsystems B subset F of a graded-local net F on 4D Minkow...
Based on the construction provided in our paper “Covariant homogeneous nets of standard subspaces”, ...
Rindler wedges are fundamental localization regions in AQFT. They are determined by the one-paramete...
We determine the Tomita-Takesaki modular data for CFTs in double cone and light cone regions in conf...
The Bisognano-Wichmann property for local, Poincaré covariant nets of standard subspaces is discusse...
Rindler wedges are fundamental localization regions in AQFT. They are determined by the one-paramete...
In the theory of nets of observable algebras, the modular operators associated with wedge regions ar...
We discuss the Bisognano–Wichmann property for localPoincaré covariant nets of standard subspaces. W...
We discuss the Bisognano–Wichmann property for localPoincaré covariant nets of standard subspaces. W...
27 pages, no figures.-- MSC2000 codes: 81T05, 81S05, 81R40, 81R15, 81T40, 22D10, 22D12.-- Dedicated ...
Let F be a local net of von Neumann algebras in four spacetime dimensions satisfying certain natural...
In this study, we construct a 1+1-dimensional, relativistic, free, complex scalar Quantum Field Theo...
We classify Haag-dual Poincar'e covariant subsystems B subset F of a graded-local net F on 4D Minkow...
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