Euler elements in real Lie algebras provide an abstract geometric index set for wedge-localized nets in algebraic quantum field theory, and the Bisognano-Wichmann property together with regularity forces this Euler structure.
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A geometric perspective on Algebraic Quantum Field Theory
Euler elements in real Lie algebras provide an abstract geometric index set for wedge-localized nets in algebraic quantum field theory, and the Bisognano-Wichmann property together with regularity forces this Euler structure.