Euler factors of equivariant $L$--functions of Drinfeld modules and
beyond
Euler factors of equivariant $L$--functions of Drinfeld modules and
beyond
In \cite{FGHP}, the first author and his collaborators proved an equivariant Tamagawa number formula for the special value at $s=0$ of a Goss--type $L$--function, equivariant with respect to a Galois group $G$, and associated to a Drinfeld module defined on $\Bbb F_q[t]$ and over a finite, integral extension of $\Bbb …