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FJ-LMI Seminar
Seminar information archive ～05/10｜Next seminar｜Future seminars 05/11～
| Organizer(s) | Toshiyuki Kobayashi, Michael Pevzner |
|---|
2026/06/02
10:00-12:00 Room # (Graduate School of Math. Sci. Bldg.)
Takeshi SAITO (The University of Tokyo)
Some developments in cohomology theories in arithmetic (英語)
Takeshi SAITO (The University of Tokyo)
Some developments in cohomology theories in arithmetic (英語)
[ Abstract ]
The introduction of cohomology theories into arithmetic geometry has its roots in the Weil conjectures and began with Grothendieck’s definition of étale cohomology in the 1960s. We will discuss several more recent developments, particularly those arising from collaborations between French and Japanese mathematicians, including motives with modulus, $p$-adic Simpson correspondences, and analogies with microlocal analysis.
The introduction of cohomology theories into arithmetic geometry has its roots in the Weil conjectures and began with Grothendieck’s definition of étale cohomology in the 1960s. We will discuss several more recent developments, particularly those arising from collaborations between French and Japanese mathematicians, including motives with modulus, $p$-adic Simpson correspondences, and analogies with microlocal analysis.
