Quentin Gazda

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20152025

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math.NT2019

An extension of Macdonald's identity for $sl_{n}$

Quentin Gazda

Let $n$ be an odd positive integer. In this short elementary note, we slightly extend Macdonald's identity for $sl_{n}$ into a two-variables identity in the spirit of Ja…

math.NT2015

A Theorem for Distinct Zeros of L-Functions

Quentin Gazda

In this paper, we establish a simple criterion for two $L$ -functions $L_{1}$ and $L_{2}$ satisfying a functional equation (and some natural assumptions) to have infinitely many distinc…

An extension of Macdonald's identity for sln​

A Theorem for Distinct Zeros of L-Functions

An extension of Macdonald's identity for $sl_{n}$