Abstract
In this paper, we investigate weak Jacobi forms of real weights and indices, and show that they have a very simple structure theorem even when their weights and indices are not integral. By using this structure theorem, we can determine possible weights of Siegel paramodular forms.
Citation
Hiroki Aoki. "On Jacobi forms of real weights and indices." Osaka J. Math. 54 (3) 569 - 585, July 2017.