Type IIB Green-Schwarz superstring in plane wave Ramond-Ramond background

By R. R. Metsaev. 2002

734 citations recorded by the source corpus.

Subfields: Geometry and Topology, Nuclear and High Energy Physics

View Paper: https://www.semanticscholar.org/paper/805e7431d68959fad6d29520edbcd71e0752f405

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In Geometry and Topology

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

In Nuclear and High Energy Physics

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

Citations in the corpus

• Branes in AdS and pp-wave spacetimes (2002, background): “These correspond to non-perturbative states in the dual gauge theory.”
• PP wave limit and enhanced supersymmetry in gauge theories (2002, background): “As shown by Metsaev [7] (see also [8]), in the light-cone gauge the 8 world sheet fields describing the transverse coordinates, and their fermionic superpartners, all acquire the same mass μ.”
• Quantizing three-spin string solution in AdS 5 × S 5 (2003, background): “′ J+ 2J′ + .... (1.11) Note also that for J≫ J′ the energy (1.10) becomes E= J+ 2J′(1+ λk2 2J2 +...) , (1.12) which is consistent with the string oscillation spectrum in the sector with large J≫ √ λk [1,5], i.e. with the “plane-wave” spectrum, where J′ represents the angular momentum carried by stri”
• All spacetimes with vanishing curvature invariants (2002, background): “Indeed, pp-waves provide exact solutions of string theory [18, 17] and type-IIB superstrings in this background were shown to be exactly solvable even in of the presence of the RR ve-form eld strength [28].”
• Operators with Large R-Charge in N=4 Yang-Mills Theory (2002, background): “Moreover, it turns out that the string worldsheet sigma-model is exactly solvable in the plane wave background [5],[6]-[10].”
• Exact anomalous dimensions of N=4 Yang-Mills operators with large R charge (2002, background): “Recently the existence of a new duality [1] has attracted much attention: it has been argued that the IIB string on a pp-wave background [2, 3] is dual to the sector of N = 4 supersymmetric SU(N) Yang-Mills theory with large R charge J , in the limit N, J →∞ and g(2)N/J(2) finite.”
• The Dilatation Operator of N=4 Super Yang-Mills Theory and Integrability (2004, background): “In this limit, the AdS5 × S(5) background effectively reduces to a so-called plane-wave background [15] on which the spectrum of string modes can be found exactly and the theory can be quantised [16].”
• Giant gravitons—with strings attached (I) (2007, neutral): “There are however, interesting geometric limits where the string can be quantized exactly[4].”
• SPINNING STRINGS AND AdS/CFT DUALITY (2003, background): “If n = 0 we get folded solutions, if n 6= 0 we get circular solutions [18].”
• Exactly solvable model of superstring in plane wave Ramond-Ramond background (2002, methodology): “The derivation of these supercharges was given in [5].”
• Open Strings from N=4 Super Yang-Mills (2002, neutral): “e five-form flux. 6 in this limit, thereby breaking the SO(8) isometry of the metric (10) to SO(4) × SO(4). We find that the open string sees the standard pp wave geometry. The light cone action becomes [20], S= 1 4πα′ Z dt Z 2πα′p+ 0 dσ h ∂τX I∂ τXI −∂σX I∂ σXI −µ 2 XIX I +2iS¯(∂/+µΠ)S i (12) where Π ”
• The AdS5xS5 Superstring in Light-Cone Gauge and its Bethe Equations (2006, background): “The former coordinates were used in [5] and are natural for the purposes of reaching the plane wave limit.”