Almost holomorphic Poincaré series corresponding to products of harmonic Siegel–Maass forms

Author:

Bringmann Kathrin,Richter Olav K.ORCID,Westerholt-Raum Martin

Funder

Simons Foundation

European Research Council

Vetenskapsrådet

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Computational Mathematics,Mathematics (miscellaneous),Theoretical Computer Science

Reference33 articles.

1. Arthur, J.: Automorphic Representations of GSp(4). Contributions to Automorphic Forms, Geometry, and Number Theory. Johns Hopkins University Press, Baltimore (2004)

2. Arthur, J.: The Endoscopic Classification of Representations, vol. 61. American Mathematical Society Colloquium Publications Orthogonal and Symplectic Groups. American Mathematical Society, Providence (2013)

3. Bruinier, J.H., Funke, J.: On two geometric theta lifts. Duke Math. J. 125(1), 45–90 (2004)

4. Bloch, S., Okounkov, A.: ‘The character of the infinite wedge representation. Adv. Math. 149(1), 1–60 (2000)

5. Bringmann, K., Ono, K.: The $$f(q)$$ f ( q ) mock theta function conjecture and partition ranks. Invent. Math. 165(2), 243–266 (2006)

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1. The skew-Maass lift I;Research in the Mathematical Sciences;2019-03-29

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