学术报告
HIGHER EISENSTEIN ELEMENTS, HIGHER EICHLER FORMULAS AND RANK OF HECKE ALGEBRAS - Emmanuel Lecouturier 博士（法国巴黎七大）
作者：
时间： 2017-10-17
阅读：
数论与代数几何讨论班
题目：HIGHER EISENSTEIN ELEMENTS, HIGHER EICHLER FORMULAS AND RANK OF HECKE ALGEBRAS
报告人：Emmanuel Lecouturier 博士（法国巴黎七大）
摘要:
In his classical work, Mazur considers the Eisenstein ideal I of the Hecke algebra T acting on cusp forms of weight 2 and level N where N is prime. When p is an Eisenstein prime, i.e. p divides the numerator of (N-1)/12 , denote by H the completion of T at the maximal ideal generated by I and p. This is a Zp-algebra of finite rank as a Zp-module. In this talk, I'll report some recent progress on this rank.
时间：10月17日（星期二）下午4:30-5:30
地点：首都师范大学本部教二楼612教室
欢迎全体师生积极参加！
