1 citations · 3 across the 13 of their papers we have counts for
5 papers · 1 filter
Mixed sums of infinite multiple zeta-star values with restricted indices
Jiangtao Li, Siyu Yang
We study arithmetic sums of infinite multiple zeta-star values subject to upper or lower bounds on their indices. Let be the image, under the zeta-star correspond…
The derived set of multiple star polylogarithms
Jiangtao Li
The derived set of multiple zeta-star values is the half-line . In this paper we study the corresponding two-dimensional problem for multiple star polylogarithms on th…
The normalized approximation function for multiple zeta-star values
Jiangtao Li
Motivated by the classical Lagrange spectrum and the reciprocal formulation of the Lagrange spectrum in continued-fraction theory, we introduce a normalized approximation function…
Divided differences and complex variations of multiple zeta-star values
Jiangtao Li
The derived set of multiple zeta-star values is the half-line . In this paper, we study the corresponding limiting set for finite multiple star harmonic sums. Using th…
Arithmetic sums and products of infinite multiple zeta-star values
Jiangtao Li, Siyu Yang
Multiple zeta-star values are variants of multiple zeta values which allow equality in the definition. Similar to the theory of continued fractions, every real number which is grea…