论文标题
Kanade-Russell猜想Modulo的顶点操作员重新构造9
A vertex operator reformulation of the Kanade-Russell conjecture modulo 9
论文作者
论文摘要
我们通过顶点运算符为$ d^{（3）} _ {4} $的3级标准模块重新重新制定了Kanade-Russell猜想模型9。沿着同一条行，我们得出三个分区定理，可以将其视为$ a^{（2）} _ {4} $模拟猜想。一个由安德鲁斯·范·埃克伦·赫卢安尼（Andrews-Van Ekeren-Heluani）证明，我们指出，其他人很容易从他们的结果中证明。
We reformulate the Kanade-Russell conjecture modulo 9 via the vertex operators for the level 3 standard modules of type $D^{(3)}_{4}$. Along the same line, we arrive at three partition theorems which may be regarded as an $A^{(2)}_{4}$ analog of the conjecture. One had been proven by Andrews-van Ekeren-Heluani and we point out that the others are easily proved from their results.
