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| FIELD | Math: CMC |
|---|---|
| DATE | December 10 (Thu), 2020 |
| TIME | 11:00-12:00 |
| PLACE | Online |
| SPEAKER | 아셔이 부룽갈레 |
| HOST | Kim, Chan-Ho |
| INSTITUTE | Caltech |
| TITLE | [Number Theory] A conjecture of Perrin-Riou 2 |
| ABSTRACT | Let E be an elliptic curve over the rationals with conductor N. A conjecture due to Perrin-Riou describes a rank one facet of the associated p-adic Beilinson--Kato elements for a prime p. In the case (p, 6N)=1, the talks plan to describe - the set-up and strategy of - our proof of the conjecture (joint with Christopher Skinner and Ye Tian). (This is the continuation of the first talk.) |
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