摘要
递归关系是一种简洁高效的数学模型,传统求解递归关系的方法主要是针对线性递归关系而建立的。本文通过详细研究探讨出一阶分式递归关系对应数列的敛散性,得出了一系列的结论。
The recursive relation is a simple and efficient mathematical model. The traditional method of solving recursive relations is mainly based on linear recursive relations. In this paper,a series of conclusions are obtained by studying the convergence and divergence of first-order fractional recursive sequence.
出处
《黑龙江科学》
2016年第22期32-33,共2页
Heilongjiang Science
基金
2013年黑龙江省教育厅科学技术研究项目(12531841)
关键词
递归关系
数列
极限
收敛
发散
Recursive relation
Sequence
Limit
Convergence
Divergence
