论文标题
$ t $ - adic对称的多个Zeta值，用于$ 1 $和$ 3 $交替出现的指数
$t$-adic symmetric multiple zeta values for indices in which $1$ and $3$ appear alternately
论文作者
论文摘要
我们考虑$ \ MATHCAL {S} _M $中的对称多重Zeta值，而没有modulo $π^2 $减少了$ 1 $和$ 3 $交替出现的索引。我们研究那些可以表示为Riemann Zeta值多项式的值，并为此类值提供了一个猜想的明确公式列表。
We consider the symmetric multiple zeta values in $\mathcal{S}_m$ without modulo $π^2$ reduction for indices in which $1$ and $3$ appear alternately. We investigate those values that can be expressed as a polynomial of the Riemann zeta values, and give a conjecturally complete list of explicit formulas for such values.
