Non-compact String Backgrounds and Non-rational CFT
arXiv:hep-th/0509155 · doi:10.1016/j.physrep.2006.05.001
Abstract
This is an introduction to the microscopic techniques of non-rational bulk and boundary conformal field theory which are needed to describe strings moving in non-compact curved backgrounds. The latter arise e.g. in the context of AdS/CFT-like dualities and for studies of time-dependent processes. After a general outline of the central concepts, we focus on two specific but rather prototypical models: Liouville field theory and the 2D cigar. Rather than following the historical path, the presentation attempts to be systematic and self-contained.
85 pages, 8 figures, lecture notes
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- The FZZ-Duality Conjecture - A Proof
- Notes on Liouville Theory at c<=1
- Coulomb integrals for the SL(2,R) WZNW model
- Scaling limit of the invariant inhomogeneous six-vertex model
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- Degenerate operators in JT and Liouville (super)gravity
- Exact surface energy and helical spinons in the XXZ spin chain with arbitrary non-diagonal boundary fields
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- Lattice regularisation of a non-compact boundary conformal field theory
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- Liouville theory without an action
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- Critical Boundary Sine-Gordon Revisited
- The Floquet Baxterisation
- FZZ Algebra
- Liouville's Imaginary Shadow
- Some remarks on D-branes and defects in Liouville and Toda field theories
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- Limit theories and continuous orbifolds
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- On the CFT describing the spin clusters in 2d Potts model
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- The spin chain and its finite-size spectrum
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