Zagier duality for harmonic weak Maass forms of integral weight

Details Zagier duality for harmonic weak Maass forms of integral weight Zagier duality for harmonic weak Maass forms of integral weight

2010-02-08

arxiv.org/abs/1002.1527v2

Mathematics

Number Theory

13 pages. Published in PAMS

Scientific paper

We show the existence of "Zagier duality" between vector valued harmonic weak Maass forms and vector valued weakly holomorphic modular forms of integral weight. This duality phenomenon arises naturally in the context of harmonic weak Maass forms as developed in recent works by Bruinier, Funke, Ono, and Rhoades. Concerning the isomorphism between the spaces of scalar and vector valued harmonic weak Maass forms of integral weight, "Zagier duality" between scalar valued ones is derived.

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