济源职业技术学院学报2024,Vol.23Issue(2) :76-78.DOI:10.3969/j.issn.1672-0342.2024.02.014

等价无穷小量代换求复合函数极限的拓展

Extension of Equivalent Infinitesimal Substitution for the Limit of Composite Functions

舒孝珍
济源职业技术学院学报2024,Vol.23Issue(2) :76-78.DOI:10.3969/j.issn.1672-0342.2024.02.014

等价无穷小量代换求复合函数极限的拓展

Extension of Equivalent Infinitesimal Substitution for the Limit of Composite Functions

舒孝珍1
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作者信息

  • 1. 成都师范学院数学学院,四川成都 611130
  • 折叠

摘要

分析探讨了复合函数中内外函数都为等价无穷小量时求函数极限的问题,得到了相关定理,拓展了应用等价无穷小量代换求复合函数极限的相关结论.

Abstract

This paper Analyzes and explores the problem of finding the limit of composite functions when both the inner and outer functions are equivalent infinitesimals,obtains relevant theorems,and extends the relevant conclusions of applying equivalent infinitesimal substitution to find the limit of composite functions.

关键词

复合函数/等价无穷小/极限

Key words

composite function/equivalent infinitesimal/limit

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出版年

2024
济源职业技术学院学报
济源职业技术学院

济源职业技术学院学报

影响因子:0.274
ISSN:1672-0342
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