Dressing the Giant Gluon
arXiv:0708.0818 · doi:10.1088/1126-6708/2007/12/047
Abstract
We demonstrate the applicability of the dressing method to the problem of constructing new classical solutions for Euclidean worldsheets in anti-de Sitter space. The motivation stems from recent work of Alday and Maldacena, who studied gluon scattering amplitudes at strong coupling using a generalization of a particular worldsheet found by Kruczenski whose edge traces a path composed of light-light segments on the boundary of AdS. We dress this `giant gluon' to find new solutions in AdS_3 and AdS_5 whose edges trace out more complicated, timelike curves on the boundary. These solutions may be used to calculate certain Wilson loops via AdS/CFT.
19 pages, 3 figures, harvmac
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Cited by in corpus (20)
- The Two-Loop Six-Gluon MHV Amplitude in Maximally Supersymmetric Yang-Mills Theory
- Scattering Amplitudes, Wilson Loops and the String/Gauge Theory Correspondence
- Generating AdS String Solutions
- Magnons, their Solitonic Avatars and the Pohlmeyer Reduction
- Moduli Dynamics of AdS_3 Strings
- Scattering of single spikes
- On collinear factorization of Wilson loops and MHV amplitudes in N=4 SYM
- Quark scattering amplitudes at strong coupling
- A note on the reduction of the AdS4 x CP3 string sigma model
- Dressed Giant Magnons on CP^3
- The Relativistic Avatars of Giant Magnons and their S-Matrix
- Comment on the Alday-Maldacena solution in calculating scattering amplitude via AdS/CFT
- Minimal surfaces in AdS space and Integrable systems
- Pohlmeyer reduction and Darboux transformations in Euclidean worldsheet AdS_3
- Giant Magnons in Symmetric Spaces: Explicit N-soliton solutions for CP^n, SU(n) and S^n
- Conformal SO(2,4) Transformations for the Helical AdS String Solution
- Dressed Elliptic String Solutions on RxS^2
- Generating string solutions in BTZ
- Salient Features of Dressed Elliptic String Solutions on S
- Dressed Minimal Surfaces in AdS