Jacobi forms and differential operators: odd weights

Abstract

We show that it is possible to remove two differential operators from the standard collection of $m$ of them used to embed the space of Jacobi forms of \textit{odd} weight $k$ and index $m$ into several pieces of elliptic modular forms. This complements the previous work of one of the authors in the case of even weights.

References in corpus (1)

• Classification of Vector-Valued modular Forms of Dimension less than Six