Correlation function of dyonic strings

Abstract

We investigate the two- and three-point correlation functions of the dyonic magnon and spike, which correspond to the solitonic string moving in the Poincare AdS and three-dimensional sphere. We show that the coupling between two dyonic magnons or spikes together with a marginal scalar operator in the string theory is exactly the same as one obtained by the RG analysis in the gauge theory.

15 pages, no figure

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• Extremal vs. Non-Extremal Correlators with Giant Gravitons
• A light-cone approach to three-point functions in AdS_5 x S^5
• Three-point Correlation functions of Giant magnons with finite size
• Three-point Correlation Function of Giant Magnons in the Lunin-Maldacena background
• More three-point correlators of giant magnons with finite size
• Logarithmic Corrections to the Entanglement Entropy
• Finite size effect on the magnon's correlation functions
• Three-point correlators: Examples from Lunin-Maldacena background
• Three-point correlators: finite-size giant magnons and singlet scalar operators on higher string levels
• Semiclassical correlation functions of Wilson loops and local vertex operators
• Multispin magnons on deformed $Ad{S}_3\times S^3$
• Three-Point Correlator of Heavy Vertex Operators for Circular Winding Strings in AdS5xS5
• Stringy correlations on deformed $Ad{S}_3\times S^3$
• Quadratic corrections to three-point functions
• Extremal Correlator of Three Vertex Operators for Circular Winding Strings in AdS5xS5
• Correlation functions of the ABJM model
• Leading finite-size effects on some three-point correlators in AdS_5 x S^5
• Three-point correlation functions from pulsating strings in AdS${}_5\times S^5$
• Three-point functions of semiclassical string states and conserved currents in AdS_4 x CP^3
• On semiclassical four-point correlators in AdS_5 x S^5