|
|
|
| Status | Confirmed |
| Seminar Series | RENC-THEO |
| Subjects | hep-th |
| Date | Thursday 8 December 2022 |
| Time | 11:45 |
| Institute | IHP |
| Seminar Room | Grisvard (314) |
| Speaker's Last Name | Rodina |
| Speaker's First Name | Laurentiu |
| Speaker's Email Address | |
| Speaker's Institution | Queen Mary U. London |
| Title | The geometry of EFT and CFT |
| Abstract | I will show that the space of EFT couplings and the space of 2D CFT partition functions can be described by identical geometries known as "moment problems" in the mathematics literature. Using Minkowski sums one can bootstrap both geometries analytically, including constraints which so far have been less explored. These include the unitarity upper bound and low spin dominance (for EFT) and degeneracy integrality (for CFT), leading to interesting reductions in allowed theory space. |
| arXiv Preprint Number | |
| Comments | |
| Attachments |
To Generate a poster for this seminar : [ Postscript | PDF ]
|
|
[ English version ] |