Brane Bulk Couplings and Condensation from REA Fusion
arXiv:hep-th/0503240 · doi:10.1088/1126-6708/2006/04/009
Abstract
The physical meaning of the Reflection Equation Algebras of hep-th/0107265 and hep-th/0203110 is elucidated in the context of Wess--Zumino--Witten D-brane geometry, as determined by couplings of closed-string modes to the D-brane. Particular emphasis is laid on the role of algebraic fusion of the matrix generators of the Reflection Equation Algebras. The fusion is shown to induce transitions among D-brane configurations admitting an interpretation in terms of RG-driven condensation phenomena.
arXiv comment13 pages; an essentially re-structured version of the paper to appear in JHEP
References in corpus (21)
- Dielectric-Branes
- D-branes in the WZW model
- Non-commutative World-volume Geometries: Branes on SU(2) and Fuzzy Spheres
- Wilson Loops in Noncommutative Yang Mills
- Brane Dynamics in Background Fluxes and Non-commutative Geometry
- Algebraic Structures Related to Reflection Equations
- Addendum to ``Integrability of Open Spin Chains with Quantum Algebra Symmetry''
- The geometry of WZW branes
- Loop Operators and the Kondo Problem
- Branes on Group Manifolds, Gluon Condensates, and twisted K-theory
- Boundary remnant of Yangian symmetry and the structure of rational reflection matrices
- Lectures on Branes in Curved Backgrounds
- Constant Solutions of Reflection Equations and Quantum Groups
- Covariance Properties of Reflection Equation Algebras
- Canonical quantization of the boundary Wess-Zumino-Witten model
- On universal solution to reflection equation
- A quantum algebraic description of D-branes on group manifolds
- Matrix description of D-branes on 3-spheres
- Algebraic brane dynamics on SU(2): excitation spectra
- Quantum Matrix Models for Simple Current Orbifolds
- Twisted WZW Branes from Twisted REA's