F. Wei

collaborators

3 papers

math.NT2025

Several-variable Kronecker limit formula over global function fields

Fu-Tsun Wei

We establish Kronecker-type first and second limit formulas for "non-holomorphic" and "Jacobi-type" Eisenstein series over global function fields in the several-variable setting. O…

math.NT2025

$v$ -adic periods of Carlitz motives and Chowla-Selberg formula revisited

Chieh-Yu Chang, Fu-Tsun Wei, Jing Yu

Let $v$ be a finite place of $F_{q} (I^¸)$ . In this paper, we interpret $v$ -adic arithmetic gamma values in terms of the $v$ -adic crystalline-de Rham periods of Carlitz motive…

math.NT2025

Intersections of Hecke correspondences on the modular varieties of $D$ -elliptic sheaves

Ãzge Ãlkem, Fu-Tsun Wei

This paper studies the intersections of Hecke correspondences on the modular varieties of $D$ -elliptic sheaves in the higher-rank setting, where $D$ is a "maxi…

Several-variable Kronecker limit formula over global function fields

v-adic periods of Carlitz motives and Chowla-Selberg formula revisited

Intersections of Hecke correspondences on the modular varieties of D-elliptic sheaves

$v$ -adic periods of Carlitz motives and Chowla-Selberg formula revisited

Intersections of Hecke correspondences on the modular varieties of $D$ -elliptic sheaves