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等价量代换在和式极限中的应用

Several Important Theorems on Limits Added and Its Application

中文摘要英文摘要

极限是微分学的灵魂,极限的计算是极限理论的重要内容。对于如何计算无限多项和式的极限问题,虽然在很多数学教材里均有所涉及,但是少有专题研究它的求法。有些文献讲解了和式极限的一些常见解法,本文将通过几个重要定理介绍一些和式极限的新的若干简单解法。

Limit is the soul of differential calculus, limits’ calculation is an important content of the limit theory. For how to calculate the limits added, in many mathematics textbooks are researched , However, there are few specialized contents to study them. A few common solutions on limits added were explained in some references,in this paper,several simple new solutions on limits added will be introduced by giving several important theorems。

严峰军、陈思源

数学

和式极限等价无穷小等价无穷大

Limit addedEquivalent infinitesimalEquivalent infinite

严峰军,陈思源.等价量代换在和式极限中的应用[EB/OL].(2009-09-09)[2025-08-16].http://www.paper.edu.cn/releasepaper/content/200909-281.点此复制

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