Modular Localization, H-Temperatures and the Bethe Ansatz Structure
Abstract
The recently proposed constructive approach to nonperturbative QFT, based on modular localization, is reviewed and extended. It allows to unify black holes physics and H-temperatures (H standing for Hawking or Horizon) with the bootstrap-formfactor program for nonperturbative construction of low dimensional QFT. In case of on-shell particle number conservation, the equations characterizing the modular localization spaces for wedges are Bethe-Ansatz equation in the form as recently obtained in the treatment of factorizable models.
Keywords
Cite
@article{arxiv.hep-th/9710234,
title = {Modular Localization, H-Temperatures and the Bethe Ansatz Structure},
author = {Bert Schroer},
journal= {arXiv preprint arXiv:hep-th/9710234},
year = {2007}
}
Comments
32 pages tcilatex, unpulished conference Report. The discussion of the modular Moeller operator and the in-representation of the Zamolodchikov algebra in section 4 has been extended and an annoying misprint in section 3 was removed. Since the original paper on which this report was based has meanwhile appeared as hep-th/9712124, the present report will remain unchanged in the hep-th archive