论文标题
几乎所有的花圈产品角色值都可以由给定的素数排除
Almost all wreath product character values are divisible by given primes
论文作者
论文摘要
对于带有整数价值的字符表和Prime $ p $的有限组$ g $，我们表明，$ g \ wr s_n $中的几乎每个条目都被$ p $ a \ n \ to \ infty $排除。该结果概括了Peluse和Soundararajan在$ s_n $的角色表上的工作。
For a finite group $G$ with integer-valued character table and a prime $p$, we show that almost every entry in the character table of $G \wr S_N$ is divisible by $p$ as $N \to \infty$. This result generalizes the work of Peluse and Soundararajan on the character table of $S_N$.
