N-Particle Scattering in Relativistic Wedge-Local Quantum Field Theory
arXiv:1711.02569 · doi:10.1007/s00220-018-3183-z
Abstract
Multi-particle scattering states are constructed for massive Wigner particles in the general operator-algebraic setting of wedge-local quantum field theory. The apparent geometrical restriction of the conventional wedge-local Haag-Ruelle argument to two-particle scattering states is overcome with a swapping symmetry argument based on wedge duality.
arXiv comment27 pages, bibtex bibliography replaced for journal submission
References in corpus (14)
- The quantum structure of spacetime at the Planck scale and quantum fields
- Polarization-Free Generators and the S-Matrix
- Warped Convolutions, Rieffel Deformations and the Construction of Quantum Field Theories
- Wedge-Local Quantum Fields and Noncommutative Minkowski Space
- Haag-Ruelle scattering theory in presence of massless particles
- Scattering States of Plektons (PARTICLES with Braid Group Statistics) in 2+1 Dimensional Quantum Field Theory
- Asymptotic completeness in a class of massless relativistic quantum field theories
- Scattering theory for quantum fields with indefinite metric
- Warped Convolutions: A Novel Tool in the Construction of Quantum Field Theories
- The Bisognano-Wichmann property on nets of standard subspaces, some sufficient conditions
- Compton scattering in the Buchholz-Roberts framework of relativistic QED
- A criterion for asymptotic completeness in local relativistic QFT
- Infraparticle problem, asymptotic fields and Haag-Ruelle theory
- Strengthened Reeh-Schlieder Property and Scattering in Quantum Field Theories without Mass Gaps