论文标题
广义斐波那契数的判别因素的划分特性
Divisibility properties of factors of the discriminant of generalized Fibonacci numbers
论文作者
论文摘要
我们研究了一些与广义斐波那契序列的特征多项式的因素$（g_n）_ {n \ ge0} $由$ g_0 = 0 $，$ g_1 = 1 $和$ g_n = pg_ {n-1}+qg_ $ n q y n wer整数。作为推论，我们在一些众所周知的序列上提供了一些分裂性。
We study some divisibility properties related to the factors of the discriminant of the characteristic polynomial of generalized Fibonacci sequences $(G_n)_{n\ge0}$ defined by $G_0=0$, $G_1=1$ and $G_n=pG_{n-1}+qG_{n-2}$ for $n\ge2$, where $p,q$ are given integers. As corollaries, we give some divisibility properties on some well known sequences.
