论文标题
一致性在3、5和7中具有模块化功能的系数，两极在0
Congruences for coefficients of modular functions in levels 3, 5, and 7 with poles at 0
论文作者
论文摘要
我们给出了$ p \ in \ {3，5,7 \} $的$ p \ of pol $ p \ in \ {3，5,7 \}的$，仅在0级$ p $的傅立叶系数中，只有0时，就回答了安德森（Andersen）和第一作者和作者和莫斯（Moss and Moss）所做的持续工作的问题。一致性涉及一个模量，该模量取决于模块化表格在$ \ infty $上消失的基本$ p $扩展。
We give congruences modulo powers of $p \in \{3, 5,7\}$ for the Fourier coefficients of certain modular functions in level $p$ with poles only at 0, answering a question posed by Andersen and the first author and continuing work done by the authors and Moss. The congruences involve a modulus that depends on the base $p$ expansion of the modular form's order of vanishing at $\infty$.
