08/06/2022, 17:00 — 18:00 — Online
Tuca Auffinger, Northwestern University
Parisi measures
In the mid 70's Giorgio Parisi proposed a revolutionary solution for the Sherrington-Kirkpatrick (SK) model. His proposed phase diagram of this spin glass model depends on one functional ordered parameter, now known as the Parisi measure. In this talk, I will survey what is rigorously known about this measure and highlight the remaining challenging open questions. I will present results both for the SK model, the mixed p-spin and for their spherical version. Based on joint works with Wei-Kuo Chen (Minnesota), Qiang Zeng (Macau) and Yuxin Zhou (Northwestern).
See here: https://spmes.impa.br
