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Scattering bound states in AdS
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Scattering bound states in AdS
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We initiate the study of bound state scattering in AdS space at the level of Witten diagrams. For concreteness, we focus on the case with only scalar fields and analyze several basic diagrams which more general diagrams reduce to. We obtain closed form expressions for their Mellin amplitudes with arbitrary conformal dimensions, which exhibit interesting behavior. In particular, we observe that certain tree-level bound state Witten diagrams have the same structure as loop diagrams in AdS.
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Cited by 1 Pith paper
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Towards Large-Spin Effective Theory I: Three-Particle States in AdS $\phi^4$ Theory
A regulated large-spin effective Hamiltonian with three-body phi exchange and local terms gives the O(lambda^2) anomalous dimension of [Phi, Phi^2]_J, including a log J / J^(2 Delta) correction.
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