论文标题
$ p $ - 对角线周期的家庭
$p$-adic families of diagonal cycles
论文作者
论文摘要
本说明提供了由对角循环产生的三变量的共同体学系列家族的构建，该系列是在模块化曲线的三重产品上产生的，并证明了与perrin-riou's $ sication $ a的hida家族相关的三个可变三生产$ p $ p $ p $ p $ p $ p $ p $ p $ p $ p $ p $ p $ p $ p $ p $ p $ p $ p $ p $ p $ p $ l $ - 的互惠定律的构造。
This note provides the construction of a three-variable family of cohomology classes arising from diagonal cycles on a triple product of towers of modular curves, and proves a reciprocity law relating it to the three variable triple-product $p$-adic $L$-function associated to a triple of Hida families by means of Perrin-Riou's $Λ$-adic regulator.
