- Authors
- Bert Schroer
- Type
- Physics Note
- Status
- Published
- Publication date
- 28/07/2010
- Description
- Based on past contributions by Robert Schrader to the connection between (higher dimensional)
Euclidean and real time QFT and by Michael Karowski to the non-perturbative bootstrap-formfactor
approach for factorizing two-dimensional QFTs I review the problem of existence of interacting quantum
field theory and present recent ideas and results on rigorous constructions as well as new ideas
on an operator-algebraic setting for chiral Euclideanization and temperature duality. The main result
of chiral Euclideanization may be compressed into the slogan: SL(2,Z)-modular group properties of
modular forms in thermal chiral QFTs result from the (Tomita-Takesaki) modular theory of operator
algebras
- Year
- 2006
- Number
- CBPF-NF-009/06
- Linked to a thesis
- No
- Linked to a grant
- No
