On Rankin-cohen Brackets for Siegel Modular Forms
Olav K. Richter
Abstract & Figures
We determine an explicit formula for a Rankin-Cohen bracket for Siegel modular forms of degree n on a certain subgroup of the symplectic group. Moreover, we lift that bracket via a Poincaré series to a Siegel cusp form on the full symplectic group.
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Multilinear Operators on Siegel Modular Forms of Genus 1 and 2
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