Research output: Research - peer-review › Article

425 KB, PDF-document

446 KB, PDF-document

Journal | Communications in Mathematical Physics |
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Date | Accepted/In press - 14 Feb 2017 |

Date | E-pub ahead of print (current) - 23 Aug 2017 |

Number of pages | 26 |

Early online date | 23/08/17 |

Original language | English |

We study the Sine-Gordon model with Minkowski signature in the framework of perturbative algebraic quantum field theory. We calculate the vertex operator algebra braiding property. We prove that in the finite regime of the model, the expectation value - with respect to the vacuum or a Hadamard state - of the Epstein Glaser S-matrix and the interacting current or the field respectively, both given as formal power series, converge.

© The Author(s) 2017

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