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| Status | Confirmed |
| Seminar Series | LPT-PTH |
| Subjects | hep-ph |
| Date | Thursday 23 November 2017 |
| Time | 16:00 |
| Institute | LPT |
| Seminar Room | 114 |
| Speaker's Last Name | Zwicky |
| Speaker's First Name | Roman |
| Speaker's Email Address | |
| Speaker's Institution | Edinburgh University |
| Title | On RG-flow Theorems in d=4 |
| Abstract | I review, pedagogically, renormalisation group flow theorems in 4D making the connection to Zamalodchikov’s famous c-theorem in 2D. I’ll discuss the well-established a-theorem (Euler term), from the viewpoint of the Komargodski-Schwimmer dilaton effective action approach, and then report on some work in progress on the flow of the $\Box R$-term. |
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