论文标题
针对索引$ 7 $的非统一子组的无限分母猜想
The unbounded denominator conjecture for the noncongruence subgroups of index $7$
论文作者
论文摘要
我们研究模块化组的最小指数非统一亚组的模块化形式。我们的主要定理证明了这些群体无界分母的猜想，我们还为这些最小基团之一的Eisenstein系列的傅立叶系数提供了研究。
We study modular forms for the minimal index noncongruence subgroups of the modular group. Our main theorem is a proof of the unbounded denominator conjecture for these groups, and we also provide a study of the Fourier coefficients of Eisenstein series for one of these minimal groups.
