论文标题
区分所有傅立叶系数的一定子集，区分Hermitian尖端形式
Distinguishing Hermitian cusp forms of degree 2 by a certain subset of all Fourier coefficients
论文作者
论文摘要
我们证明，Hermitian风格的重量$ K $用于Hermitian模块化学位$ 2 $的模块化$ 2 $由其傅立叶系数确定，其矩阵索引的矩阵基本上是无正方形的。此外，我们给出了上述结果的定量版本。这是整体重量椭圆形形式的相应结果的结果，本文也对此进行了处理。
We prove that Hermitian cusp forms of weight $k$ for the Hermitian modular group of degree $2$ are determined by their Fourier coefficients indexed by matrices whose determinants are essentially square-free. Moreover, we give a quantitative version of the above result. This is a consequence of the corresponding results for integral weight elliptic cusp forms, which are also treated in this paper.
