One-loop string corrections to AdS amplitudes from CFT
One-loop string corrections to AdS amplitudes from CFT
We consider α′ corrections to the one-loop four-point correlator of the stress- tensor multiplets in
= 4 super Yang-Mills at order 1/N4. Holographically, this is dual to string corrections of the one-loop supergravity amplitude on AdS5 × S5. While this correlator has been considered in Mellin space before, we derive the corresponding position space results, gaining new insights into the analytic structure of AdS loop amplitudes. Most notably, the presence of a transcendental weight three function involving new singularities is required, which has not appeared in the context of AdS amplitudes before. We thereby confirm the structure of string corrected one-loop Mellin amplitudes, and also provide new explicit results at orders in α′ not considered before.
Drummond, J.M.
3ea15544-457f-4e72-8ad0-60f3136841db
Paul, H.
4f7ce88c-6890-4341-a126-f5a53329be63
3 March 2021
Drummond, J.M.
3ea15544-457f-4e72-8ad0-60f3136841db
Paul, H.
4f7ce88c-6890-4341-a126-f5a53329be63
Drummond, J.M. and Paul, H.
(2021)
One-loop string corrections to AdS amplitudes from CFT.
Journal of High Energy Physics, 2021, [38].
(doi:10.1007/JHEP03(2021)038).
Abstract
We consider α′ corrections to the one-loop four-point correlator of the stress- tensor multiplets in
= 4 super Yang-Mills at order 1/N4. Holographically, this is dual to string corrections of the one-loop supergravity amplitude on AdS5 × S5. While this correlator has been considered in Mellin space before, we derive the corresponding position space results, gaining new insights into the analytic structure of AdS loop amplitudes. Most notably, the presence of a transcendental weight three function involving new singularities is required, which has not appeared in the context of AdS amplitudes before. We thereby confirm the structure of string corrected one-loop Mellin amplitudes, and also provide new explicit results at orders in α′ not considered before.
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JHEP03(2021)038
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Accepted/In Press date: 22 January 2021
Published date: 3 March 2021
Identifiers
Local EPrints ID: 492106
URI: http://eprints.soton.ac.uk/id/eprint/492106
ISSN: 1126-6708
PURE UUID: 1a576cc3-6f59-4786-afc8-23964019d3e2
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Date deposited: 16 Jul 2024 17:03
Last modified: 16 Jul 2024 17:08
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Author:
H. Paul
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