An improved correspondence formula for AdS/CFT with multi-trace operators
Wolfgang Mueck
TL;DR
This paper proposes an enhanced formula for calculating correlation functions in AdS/CFT when multi-trace operators are involved, extending the standard single-trace case and improving the dual field theory analysis.
Contribution
It introduces a new correspondence formula that accurately accounts for multi-trace perturbations in AdS/CFT, broadening the applicability of the duality.
Findings
The new formula reduces to the standard AdS/CFT formula for single-trace perturbations.
It provides a more precise method for analyzing multi-trace operator effects.
The approach improves the understanding of dual field theory dynamics in AdS space.
Abstract
An improved correspondence formula is proposed for the calculation of correlation functions of a conformal field theory perturbed by multi-trace operators from the analysis of the dynamics of the dual field theory in Anti-de Sitter space. The formula reduces to the usual AdS/CFT correspondence formula in the case of single-trace perturbations.
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