Abstract

In this paper we give a new construction of Dirichlet series — built from the q-product expansion of certain modular functions — which have the line ℜ(s) = 0 as natural border of analyticity.

In this paper we give a new construction of Dirichlet series — built from the q-product expansion of certain modular functions — which have the line ℜ(s) = 0 as natural border of analyticity.

In this paper we give a new construction of Dirichlet series — built from the $q$-product expansion of certain modular functions — which have the line $\Re \left(s\right)=0$ as natural border of analyticity.

In this paper we give a new construction of Dirichlet series — built from the $q$-product expansion of certain modular functions — which have the line $\Re \left(s\right)=0$ as natural border of analyticity.

In this paper we give a new construction of Dirichlet series — built from the q-product expansion of certain modular functions — which have the line R(s) = 0 as natural border of analyticity.

Authors