论文标题
迭代的积分与彩色生根
Iterated integrals associated with colored rooted trees
论文作者
论文摘要
在本文中，我们介绍了与彩色生物树相关的迭代积分，并为$ \ boldsymbol {p} $ - ADIC有限和$ t $ -ADIC对称的polygarithms提供证明。该方法概括了有限的多个Zeta值与Ono引入的$ 2 $颜色的生根树相关的理论。
In this paper, we introduce iterated integrals associated with colored rooted trees and give proofs for the shuffle relations for $\boldsymbol{p}$-adic finite and $t$-adic symmetric polylogarithms. This method generalizes the theory of the finite multiple zeta values associated with $2$-colored rooted trees introduced by Ono.
