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1
Introduction
2
Theta lifting
3
Seesaw identities (Kudla)
4
Modular forms of half integral weight
5
Local Shimura-Waldspurger correspondence
6
Geometric realization of Langlands functoriality
7
Jacquet-Langlands correspondence (again)
Description:
Explore the intricate connections between theta lifting and Langlands functoriality in this 44-minute lecture by Atsushi Ichino. Delve into key concepts such as seesaw identities, modular forms of half integral weight, and the local Shimura-Waldspurger correspondence. Examine the geometric realization of Langlands functoriality and revisit the Jacquet-Langlands correspondence, gaining deeper insights into these advanced mathematical topics.

Atsushi Ichino- Theta Lifting and Langlands Functoriality

International Mathematical Union
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