Matsumoto zeta function
# Matsumoto zeta function

In mathematics, Matsumoto zeta functions are a type of zeta function introduced by Kohji Matsumoto in 1990. They are functions of the form

    $\phi (s)=\prod _{p}{\frac {1}{A_{p}(p^{-s})}}$

where p is a prime and $A_p$ is a polynomial.

