Jianqiang Zhao

collaborators

3 papers

math.NT2024

Finite and Symmetric Euler Sums and Finite and Symmetric (Alternating) Multiple $T$ -Values

Jianqiang Zhao

In this paper, we will study finite multiple $T$ -values (MTVs) and their alternating versions, which are level two and level four variations of finite multiple zeta values, respect…

math.NT2024

Regularized double shuffle relations of $I^¼$ -multiple Hurwitz zeta values

Jia Li, Jianqiang Zhao

In this paper we consider a family of multiple Hurwitz zeta values with bi-indices parameterized by $I^¼$ with $\Ree(Î¼)>0$. These values are equipped with both the $I^¼$ -stuffle pro…

math.NT2024

Finite Multiple Mixed Values

Jianqiang Zhao

In recent years, a variety of variants of multiple zeta values (MZVs) have been defined and studied. One way to produce these variants is to restrict the indices in the definition…

Finite and Symmetric Euler Sums and Finite and Symmetric (Alternating) Multiple T-Values

Regularized double shuffle relations of I^¼-multiple Hurwitz zeta values

Finite Multiple Mixed Values

Finite and Symmetric Euler Sums and Finite and Symmetric (Alternating) Multiple $T$ -Values

Regularized double shuffle relations of $I^¼$ -multiple Hurwitz zeta values