论文标题
可允许的二进制完美多项式家庭
Admissible family for binary perfect polynomials
论文作者
论文摘要
该论文是关于$ \ f_2 [x] $中的算术问题。我们给出\ emph {fossissible}（必要的）条件，这是通过$ \ f_2 $的完美多项式的一组奇数prime分隔线所满足的。这使我们能够证明\ emph {ash ash}已知完美多项式的新特征，并打开一种找到更多的方法（如果存在）。
The paper is about an arithmetic problem in $\F_2[x]$. We give \emph{admissible} (necessary) conditions satisfied by a set of odd prime divisors of perfect polynomials over $\F_2$. This allows us to prove a new characterization of \emph{all} known perfect polynomials, and to open a way of finding more of them (if they exist).
