Progress on Holographic Three-Point Functions

Abstract

The recently developed gauge-invariant formalism for the treatment of fluctuations in holographic renormalization group (RG) flows overcomes most of the previously encountered technical difficulties. I summarize the formalism and present its application to the GPPZ flow, where scattering amplitudes between glueball states have been calculated and a set of selection rules been found.

talk given at the RTN workshop "The quantum structure of space-time and the geometric nature of fundamental interactions", Kolymbari, September 5-10, 2004

References in corpus (13)

• Gauge Theory Correlators from Non-Critical String Theory
• Supergravity and a Confining Gauge Theory: Duality Cascades and $\chi$SB-Resolution of Naked Singularities
• Towards the large N limit of pure N=1 super Yang Mills
• Holographic Renormalization
• How to go with an RG Flow
• The Supergravity Dual of N=1 Super Yang-Mills Theory
• Holographic Renormalization and Ward Identities with the Hamilton-Jacobi Method
• New Results on Holographic Three-Point Functions
• Anatomy of Two Holographic Renormalization Group Flows
• Correlation Functions in Holographic Renormalization Group Flows
• A note on gravity-scalar fluctuations in holographic RG flow geometries
• Glueball Scattering Amplitudes from Holography
• Holographic three-point functions: one step beyond the tradition

Cited by in corpus (5)

• Glueballs vs. Gluinoballs: Fluctuation Spectra in Non-AdS/Non-CFT
• Bulk Dynamics in Confining Gauge Theories
• Towards Holographic Renormalization of Fake Supergravity
• Five-Brane Thresholds and Membrane Instantons in Four-Dimensional Heterotic M-Theory
• Spectral Functions in Holographic Renormalization Group Flows