activity
20032026
most citedq-Multiple Zeta Functions and q-Multiple Polylogarithms

96 citations · 439 across the 76 of their papers we have counts for

collaborators

79 papers

math.GM2026

Largest Circle Enclosing Exactly Interior Lattice Points. II

Jianqiang Zhao

In a previous article doi.org/10.3390/geometry2030012, the author investigated a class of elementary plane geometry problems closely related to the theme of this work. Here, we pro…

math.NT2026

Rational Approximations for Reciprocals of Multiple Zeta Values and Trivariate Cauchy Numbers

Ce Xu, Jianqiang Zhao

In this paper, we will study a trivariate extension of the Cauchy numbers of both the first kind (also called Gregory coefficients) and the second kind (also called Nörlund numbers…

math.NT2026

Unramified Motivic Alternating Multiple Mixed Values

Ce Xu, Jianqiang Zhao

Many variants of the multiple zeta values have been studied in recent years. There are a few among them that remain to be real numbers, such as the multiple mixed values defined by…

math.NT2026

Effective Euler Sums

Jianqiang Zhao

Euler sums, also called alternating multiple zeta values (MZVs), have been shown to play important roles in many research areas in mathematics and theoretical physics. Motivated by…

math.NT2026

Finite and Symmetric Multiple -Values

Aaron Cheng, Jianqiang Zhao

The multiple -values (MTVs), first studied by Kaneko and Tsumura, are a variation of the multiple zeta values (MZVs) with restricted product structure. Motivated by a deep conje…

math.AG2026

Unramified Motivic Multiple Mixed Values

Ce Xu, Jianqiang Zhao

The multiple mixed values (MMVs) are level two variants of multiple zeta values produced by restricting the summation indices to fixed parity patterns. One particularly interesting…