Chan-Ho Kim (KIAS)

will speak on

Refined applications of Kato's Euler systems

Time: 3:00PM
Date: Thu 28th January 2021
Location: Online [map]

Further information

Abstract: In modern number theory, one of the most interesting goals is to understand the arithmetic meaning of special values of L-functions of various arithmetic objects (e.g. Birch and Swinnerton-Dyer conjecture and Bloch-Kato's Tamagawa number conjecture). Iwasawa theory is the most successful way at present to achieve this aim, and many important results are based on the theory of Euler systems. We will discuss more refined applications of Kato's Euler systems for modular forms beyond their standard applications.

(This talk is part of the Algebra and Number Theory series.)

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