博文
2010-06-18 Chieh-Yu Chang, Special values of Drinfeld modular forms and algebrai
||
主题：Special values of Drinfeld modular forms and algebraic independence
报告人：Dr. Chieh-Yu Chang（National Center for Theoretical Sciences
and National Central University）
时间：2010年6月18日（星期五）15:30-16:30
地点：理科楼数学系地下报告厅
摘要：Let A be a polynomial ring over a finite field and k its
fraction field. Given a Drinfeld modular form f with algebraic “Fourier”
coefficients, we consider n different CM points so that f is non-vanishing
at these points. We prove a sufficient and necessary condition (in terms of
the CM points) for the special values of f at these CM points to be
algebraically independent over k.
https://blog.sciencenet.cn/blog-378289-336519.html
上一篇：2010-06-22, Long Jing, Class numbers and Bernoulli numbers
下一篇：2010-07-02 杨同海+陈见柯
报告人：Dr. Chieh-Yu Chang（National Center for Theoretical Sciences
and National Central University）
时间：2010年6月18日（星期五）15:30-16:30
地点：理科楼数学系地下报告厅
摘要：Let A be a polynomial ring over a finite field and k its
fraction field. Given a Drinfeld modular form f with algebraic “Fourier”
coefficients, we consider n different CM points so that f is non-vanishing
at these points. We prove a sufficient and necessary condition (in terms of
the CM points) for the special values of f at these CM points to be
algebraically independent over k.
https://blog.sciencenet.cn/blog-378289-336519.html
上一篇：2010-06-22, Long Jing, Class numbers and Bernoulli numbers
下一篇：2010-07-02 杨同海+陈见柯
