arXiv subjects

Alvarez Arturo

Publications and source records attributed to Alvarez Arturo.

2 recordsLinked to original sources

arXiv2014

A calculation of $L$-series in terms of Jacobi sums

Let us consider a cyclic extension of a function field defined over a finite field. For a character (non-trivial) of this extension, we calculate, as a linear combinations of products of Jacobi sums, the coefficients of the polynomial given by its Dirichtlet $L$-series. In the last section we show applications of this calculation.

math.NT↗

arXiv2002

Zeta Correspondences in Rank-n

The purpose of this work is to study in the case of function fields and rank-$n$, certain correspondences associated with Jacobi sums in a Coleman's work.

math.NT↗