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홈 > 학술정보 >학술행사 > 세미나
한국고등과학원 세미나

Title
[GS-NT] On the Mazur-Tate refined conjecture for modular forms
Speaker
Kazuto Ota   (Keio University )
Date
2017-12-27 16:00:00
Host
KIAS
Place
1424
Abstract
The Mazur-Tate refined conjecture relates arithmetic invariants with Mazur-Tate elements which are elements of certain group rings and are constructed from special values of L-function. In this talk, we discuss the rank part of this conjecture for elliptic modular forms. More precisely, under some assumptions we show that the order of vanishing of Mazur-Tate elements attached to modular forms is greater than or equal to the rank of Selmer groups.
개인정보보호정책 l 이메일주소집단수집금지 l 뷰어다운로드
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