1. CMB 2006 (vol 49 pp. 428)
||Vector-Valued Modular Forms of Weight Two Associated With Jacobi-Like Forms |
We construct vector-valued modular forms of weight 2 associated to
Jacobi-like forms with respect to a symmetric tensor representation of
$\G$ by using the method of Kuga and Shimura as well as the
correspondence between Jacobi-like forms and sequences of modular forms.
As an application, we obtain vector-valued modular forms determined by
theta functions and by pseudodifferential operators.