Constructs Minkowskian Cardy CFTs from arbitrary conformal nets and proves three forms of Haag duality interpreted as modular invariance, Cardy consistency, and Morita equivalence.
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Minkowskian open/closed conformal field theory possibly without vacuum: the Cardy case
Constructs Minkowskian Cardy CFTs from arbitrary conformal nets and proves three forms of Haag duality interpreted as modular invariance, Cardy consistency, and Morita equivalence.