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A maass lifting of Θ ~3 and class numbers of real and imaginary quadratic fields

机译:Θ〜3的大质量提升和实,虚二次场的类数

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摘要

We give an explicit construct of a harmonic weak Maass form FΘ that is a "lift" of Θ ~3, where Θ is the classical Jacobi theta function. Just as the Fourier coefficients of Θ ~3 are related to class numbers of imaginary quadratic fields, the Fourier coefficients of the "holomorphic part" of FΘ are associated to class numbers of real quadratic fields.
机译:我们给出谐波弱Maass形式FΘ的显式构造,它是Θ〜3的“提升”,其中Θ是经典的Jacobi theta函数。正如Θ〜3的傅里叶系数与虚二次场的类别数相关,FΘ的“全同部分”的傅里叶系数与实二次场的类别数相关。

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