| 講演者： | 太田和惟氏 (大阪大学) |
|---|---|
| 題目： | Big Heegner points and generalized Heegner cycles |
| 日時： | 2026年11月4 日（水）16:30～17:30 |
| 場所： | 東京理科大学野田キャンパス4号館3階 数理科学科セミナー室 |
| 概要： | Heegner points play an important role in the arithmetic of modular forms. Howard constructed big Heegner points associated with Hida families, while Bertolini-Darmon-Prasanna constructed generalized Heegner cycles for modular forms of higher weight. In this talk, I will explain how these classes are related. More precisely, I will discuss an earlier result showing that specializations of big Heegner points coincide, up to an explicit factor, with generalized Heegner cycles. |
Department of Mathematics
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