Algebraic Quantum Field Theory - the first 50 years
Conference.
Slides of the talks:
- Rudolf Haag: Local algebras.
A look back at the early years and at some successes and missed opportunities
- Klaus Fredenhagen: The impact of the algebraic approach on perturbative quantum field theory
- Sergio Doplicher: The Principle of Locality: fate and challenges
- Jakob Yngvason: The Borchers-Uhlmann algebra and its descendants
- John E. Roberts: Cohomology in the service of AQFT
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- Roberto Longo: Standard subspaces and applications in quantum field theory
- David E. Evans: Operator algebras: the impact of quantum field theory on subfactors and K-theory
- Daniele Guido: Scaling limits, ultraproducts, compactness conditions, and quantum Gromov-Hausdorff limits
- Gandalf Lechner: Deformations of operator algebras and the construction of quantum field theories
- Stephen J. Summers: Yet More Ado About Nothing: The remarkable relativistic vacuum state
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- Robert M. Wald: Axiomatic quantum field theory on curved spacetime
- Rainer Verch: A guided tour to concepts and developments in quantum field theory on curved spacetime
- Stefan Hollands: Perturbative quantum field theory via vertex operator algebras
- Chris J. Fewster: Perspectives on locally covariant quantum field theory on curved spacetimes
- Romeo Brunetti: Algebraic perspectives in interacting classical field theories
- Valter Moretti: QFT in curved spacetimes with null-like boundaries, and bulk-boundary correspondence
Videos
rehren
theorie.physik.uni-goettingen.de
Last modified: Thu Jul 1 14:29:39 CEST 2010