论文标题
Schur多个Zeta值的积分表达式
Integral expressions for Schur multiple zeta values
论文作者
论文摘要
Nakasuji，Phuksuwan和Yamasaki定义了Schur多个Zeta值，并给出了Schur多重ZETA的迭代积分表达式。本文将它们的积分表达式概括为更通用的多个zeta值的zeta值，在对角线上具有恒定的条目。此外，我们还讨论了从积分表达式获得的Schur多个Zeta值的二元性关系。
Nakasuji, Phuksuwan, and Yamasaki defined the Schur multiple zeta values and gave iterated integral expressions of the Schur multiple zeta values of the ribbon type. This paper generalizes their integral expressions to the ones of more general Schur multiple zeta values having constant entries on the diagonals. Furthermore, we also discuss the duality relations for Schur multiple zeta values obtained from the integral expressions.
