4 papers · 1 filter
Algebra Structures of Multiple Eisenstein Series in Positive Characteristic
Ting-Wei Chang, Song-Yun Chen, Fei-Jun Huang +1
In [CCHT25], the authors introduced multiple Eisenstein series of arbitrary rank in positive characteristic and the -shuffle algebra associated with them. In the p…
Uniqueness of -adic Gamma Functions in the Gross-Koblitz-Thakur Formulas
Ting-Wei Chang, Hung-Chun Tsui
In this paper, we determine all continuous non-vanishing functions satisfying Gross-Koblitz-Thakur formulas in positive characteristic.
On -Shuffle Relations for Multiple Eisenstein Series of Arbitrary Rank in Positive Characteristic
Ting-Wei Chang, Song-Yun Chen, Fei-Jun Huang +1
In this paper, we define the multiple Eisenstein series of arbitrary rank in positive characteristic, with Thakur's multiple zeta values appearing as the "constant terms" of their…
Geometric Gauss Sums and Gross-Koblitz Formula over Function Fields
Ting-Wei Chang
In this paper, we introduce an analog of Gauss sums over function fields in positive characteristic. We establish several fundamental properties, including reflection formula, Stic…