Polylogarithms and a Zeta Function for Finite Places of a Function Field
Abstract
Description
We introduce and study new versions of polylogarithms and a zeta function on a completion of $\mathbb F_q (x)$ at a finite place. The construction is based on the use of the Carlitz differential equations for $\mathbb F_q$-linear functions.
15 pages, LaTeX-2e
15 pages, LaTeX-2e