Maass relations in higher genus

Abstract

For an arbitrary even genus $2n$ we show that the subspace of Siegel cusp forms of degree $2n$ generated by Ikeda lifts of elliptic cusp forms can be characterized by certain linear relations among Fourier coefficients. This generatizes the work of Kohnen and Kojima.

12 pages of text

References in corpus (1)

• Adelic Maass spaces on U(2,2)