Jacobi and modular forms on symmetric domains
Rocky Mountain Journal of Mathematics
We prove that there is an isomorphism between the space of Jacobi forms on a symmetric domain associated to an equivariant holomorphic map and the space of a certain vector-valued modular form of half-integral weight on the given symmetric domain. We also construct Eisenstein series for Jacobi forms on symmetric domains and express those in terms of theta functions. © 2005 Rocky Mountain Mathematics Consortium.
Original Publication Date
DOI of published version
Lee, Min Ho, "Jacobi and modular forms on symmetric domains" (2005). Faculty Publications. 3002.