REMARKS ON THE REEH–SCHLIEDER PROPERTY FOR HIGHER SPIN FREE FIELDS ON CURVED SPACETIMES

@article{Dappiaggi2011REMARKSOT,
  title={REMARKS ON THE REEH–SCHLIEDER PROPERTY FOR HIGHER SPIN FREE FIELDS ON CURVED SPACETIMES},
  author={C. Dappiaggi},
  journal={Reviews in Mathematical Physics},
  year={2011},
  volume={23},
  pages={1035-1062}
}
  • C. Dappiaggi
  • Published 2011
  • Physics, Mathematics
  • Reviews in Mathematical Physics
The existence of states enjoying a weak form of the Reeh–Schlieder property has been recently established on curved backgrounds and in the framework of locally covariant quantum field theory. Since only the example of a real scalar field has been discussed, we extend the analysis to the case of massive and massless free fields either of spin-½ or of spin-1. In the process, it is also shown that both the vector potential and the Proca field can be described as a locally covariant quantum field… Expand
Relative Cauchy Evolution for Spin 1 Fields
Background potentials and superselection sectors
The Proca Field in Curved Spacetimes and its Zero Mass Limit
The Split Property for Locally Covariant Quantum Field Theories in Curved Spacetime
Dynamical Locality of the Free Scalar Field
Algebraic Quantum Field Theory in Curved Spacetimes
Dynamical Locality of the Free Maxwell Field
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