Yang-Mills duals for semiclassical strings on AdS5 × S5

By J. Engquist, J. Minahan, K. Zarembo. 2003

164 citations recorded by the source corpus.

We consider a semiclassical multiwrapped circular string pulsating on S5, whose center of mass has angular momentum J on an S3 subspace. Using the AdS/CFT correspondence we argue that the one-loop ...

Subfields: Nuclear and High Energy Physics

View Paper: https://www.semanticscholar.org/paper/b1a184f36e3fc7374642d863bbf3261e5cdfe2f2

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In Nuclear and High Energy Physics

1. S. Frolov
2. A. Tseytlin
3. G. Arutyunov
4. N. Beisert
5. M. Staudacher
6. K. Zarembo
7. M. Kruczenski
8. R. Roiban

Citations in the corpus

• Deformations of N = 4 SYM and integrable spin chain models (2004, background): “Also, semiclassical string configurations have been studied in a lot of detail, and dual candidate states have been identified in terms of the spin chain model via the thermodynamic Bethe ansatz, see [16, 17] and references therein.”
• Classical/quantum integrability in AdS/CFT (2004, background): “12) is the generating function of local charges in the scaling limit [46, 24].”
• Pulsating strings on Ads(5) x S(5) (2004, background): “ through the point u = 1/2πm, as expected. Now define the resolvent W(u′) ≡ Z C du σ(u) u′ −u . (2.9) By deforming the contour and picking up residues at u = 0, u = u′ and u = ∞, the resolvent becomes [24, 48] −αW(u′) = 1 u′ h 1− p (1− 2πmu′)2 − 2α(4πmu′) i +πm. (2.10) The square root denotes the bra”
• Planar N=4 Gauge Theory and the Inozemtsev Long Range Spin Chain (2004, methodology): “The information on the observables (namely, the commuting charges) of the longrange spin chain should then be contained in the moments Q̄k of the rapidity distribution, in generalization of the result of [21],[20]:”
• SPINNING STRINGS AND AdS/CFT DUALITY (2003, methodology): “This was indeed verified on specific examples in [16, 17, 18, 19, 21].”
• Semiclassical relativistic strings in S 5 and long coherent operators in = 4 SYM theory (2004, methodology): “Finally, in section 6 we give a detailed analysis of the pulsating solution of [15] using action–angle variables.”
• Semiclassical Strings and AdS/CFT (2004, background): “Examples of pulsating string states were considered in [52, 45] and more generally in [57]; this sector will be discussed in the next section.”
• Integrable Hamiltonian for Classical Strings on AdS5 x S5 (2004, background): “The one- and two-loop agreement in various subsectors of the gauge theory was also demonstrated in [17]–[21].”
• Spinning strings in AdS(5) x S**5: New integrable system relations (2003, background): “24) suggests that one may be able to establish the correspondence with particular solutions of the Bethe ansatz equations in a relatively direct way, as was the case in [6] for the J1 = J2, J3 = 0 and in [11] for the J1 = J2, J3 6= 0 circular solutions of [4].”