An Eichler–Zagier map for Jacobi forms of half-integral weight
An Eichler–Zagier map for Jacobi forms of half-integral weight
We construct an Eichler-Zagier map for Jacobi cusp forms of half-integral weight.As an application, we show there exists no Hecke-equivariant map from index 1 to index p ( p prime), when the weight is half-integral.The aim of this paper is to generalize the Eichler-Zagier map for Jacobi forms of half-integral …