论文标题
福卡亚 - 卡托方法的扩展
An extension of the Fukaya-Kato method
论文作者
论文摘要
在一份开创性的纸中，福卡亚和K. Kato证明了作者相关的模块化符号和杯子的环环单元产品的猜想，这是一个假设，假设Kubota-leopoldt p-adic L功能没有多个零零。本文描述了他们的方法的完善，该方法阐明了P-Adic L功能的作用。
In a groundbreaking paper, T. Fukaya and K. Kato proved a slight weakening of a conjecture of the author's relating modular symbols and cup products of cyclotomic units under an assumption that a Kubota-Leopoldt p-adic L-function has no multiple zeros. This article describes a refinement of their method that sheds light on the role of the p-adic L-function.
