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| Statut | Confirmé |
| Série | LPTENS-HE |
| Domaines | hep-th |
| Date | Mardi 13 Décembre 2022 |
| Heure | 14:00 |
| Institut | LPENS |
| Salle | L357/L359 (24 Rue Lhomond) |
| Nom de l'orateur | Kovensky |
| Prenom de l'orateur | Nicolas |
| Addresse email de l'orateur | |
| Institution de l'orateur | IPhT, Saclay |
| Titre | A proof for string three-point functions in AdS3 |
| Résumé | Correlation functions of the SL(2,$\R$)-WZW model involving spectrally flowed vertex operators are notoriously difficult to compute. An explicit integral expression for the corresponding three-point functions was recently conjectured in [2105.12130]. Here we provide the proof for this conjecture. For this we extend the methods of [2208.00978] based on the so-called SL(2,$\R$) series identifications, which relate vertex operators belonging to "adjacent" spectral flow sectors. |
| Numéro de preprint arXiv | |
| Commentaires | |
| Fichiers attachés |
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