Watch a 57-minute lecture from the AQFT Lecture Series where An Huang from Brandeis University explores the relationship between genus zero p-adic string worldsheet action deformations and Tate's thesis, demonstrating how this connection provides insights into quadratic reciprocity. Delve into the proposed genus one p-adic string worldsheet action, focusing on the definition of a p-adic Laplacian operator on a Tate curve and its Green's function computation. Learn about recent developments in creating a Lorentzian version of the p-adic worldsheet action, offering advanced perspectives in mathematical physics and string theory.
Overview
Syllabus
An Huang | Tate’s thesis and p-adic strings
Taught by
Harvard CMSA
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