Small solutions of cubic equations with prime variables in arithmetic progressions
Constructing modular forms from harmonic Maass Jacobi forms
We construct a family of modular forms from harmonic Maass Jacobi forms by considering their Taylor expansion and using the method of holomorphic projection. As an application we present a certain type Hurwitz class relations which can be viewed as a generalization of Mertens' result in M. H. Mertens (2016).
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