论文标题
对与群体的溶解度有关的猜想的肯定答案
An affirmative answer to a conjecture related to the solvability of groups
论文作者
论文摘要
在本文中，我们表明，每个有限的$ g $最多包含$ p^2 $ sylow $ p $ -p $ -subgroups for to ofd Prime Number $ P $，都是一个可解决的组。实际上，我们对\ cite {rob}中的猜想给出了积极的答案。
In this paper, we show that each finite group $G$ containing at most $p^2$ Sylow $p$-subgroups for each odd prime number $p$, is a solvable group. In fact, we give a positive answer to the conjecture in \cite{Rob}.
