Global attractivity of a rational recursive sequence 一类有理递归序列的全局吸引性
On the weighted second - order linear recursive sequences 关于二阶线性递归序列的加权和
Continued fractions and linear recurring sequence synthesis over galois rings 环上的连分式与线性递归序列综合
This dissertation studies some structure properties and their applications to combinatorial sequences . the content is as follows : 1 本文研究了组合递归序列的结构性质及应用,内容如下: 1
Finally , we discuss the convergence and emanative properties involving the summations for second - order recurrence sequences and a generalization of generalized jacobsthal polynomials 最后,讨论了一类含二阶递归序列求和的敛散性及广义jacobsthal多项式的一个推广。
We define three kinds of generalized pascal matrices ( left , right and symmetry ) , and discuss the their relations and the cholesky factorial of generalized symmetry pascal matrix . finally , a close relation is obtained between the diagonal of generalized right pascal matrix and a class of recurrence sequences 定义三类(左、右、对称)广义pascal矩阵,讨论了它们的相互联系以及广义对称pascal矩阵的cholesky分解,并且得到广义右pascal矩阵的对角化与一类递归序列具有紧密的联系。