递推公式定义的数列极限  

Limit of a Sequence for the Recursion Formula

作　　者：成凯歌[1] 

机构地区：[1]浙江旅游职业学院基础部,浙江杭州311231

出　　处：《内江师范学院学报》2016年第4期8-12,共5页Journal of Neijiang Normal University

摘　　要：极限论是高等数学的重要组成部分,数列极限作为一类重要的极限,不仅是极限论的先导,而且在经济和数学领域中发挥着重要的作用.求数列极限是极限问题的一个重要方面,其方法既复杂又多样,并且和数列的表达方式密切相关.通过对递推公式定义的数列的研究,得到了这类数列极限的计算方法.The limit theory is one important part of higher mathematics.The limit of sequence,as one type of the core limits,is not only the forerunner of the limit theory,but also plays an important role in the field of economics and mathematics.The determination of the limit of sequence,as one important part of limit problem,is complex and diverse in its approaches,and closely related to the ways of expression of a sequence.After the study of the sequence defined by recursion formula,the method for calculating its limit is obtained.

关 键 词：数列 极限 递推公式 

分 类 号：O174[理学—数学]