摘要
证明了一类整系数齐次线性递归数列,当项数n是素数时,第n项与第1项的n次方模n同余.Fermat小定理,以及与Fibonacci数列、Perrin数列有关的一些定理,都可以看作是这一定理的推论.
In a integer coefficient homogeneous linear reeursive sequence, when n is a prime number, item n and item 1 to the power n are congruence modulo-n . Fermat little theorem and some theorems related to Fibonacci sequence, Perrin sequence can be regarded as the deductions of the theorem.
出处
《大学数学》
2014年第5期78-81,共4页
College Mathematics
