论文标题

矢量值自动形式的傅立叶系数的增长

Growth of Fourier coefficients of vector-valued automorphic forms

论文作者

Bajpai, Jitendra, Bhakta, Subham, Finder, Renan

论文摘要

在本文中,我们建立了与第一类fuchsian群体相关的傅立叶系数序列的多项式增长。最后,已经讨论了他们的$ l $ functions和指数金额。

In this article, we establish polynomial-growth bound for the sequence of Fourier coefficients associated to even integer weight vector-valued automorphic forms of Fuchsian groups of the first kind. At the end, their $L$-functions and exponential sums have been discussed.

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