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二元函数可导性与可微性的探讨 被引量:1

Discussion on Derivability and Differentiability of Binary Function
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摘要 二元函数的可导和可微是微积分的一个重点也是一个难点,在教学过程中发现学生二元函数的连续,可导与可微的关系掌握的不是很好。通过具体实例给出了二元函数的极限、连续、可导与可微的关系,可以更多地解决二元函数可导与可微的相关问题。 The derivability and differentiability of binary function is a key point and a difficulty of calculus.In the teaching pro⁃cess,it is found that the relationship between the continuity,derivability and differentiability of binary function is not well grasped by students.In this paper,the relationship between the limit,continuity,derivability and differentiability of binary function is given through specific examples,which can help students to solve more problems related to the derivability and differentiability of binary func⁃tion.
作者 王仲梅 孟献青 WANG Zhong-mei;MENG Xian-qing(School of Mathematics and Statistics,Hunan University of Technology and Business,Changsha Hunan,410205;School of Mathematics and Statistics,Shanxi Datong University,Datong Shanxi,037009)
出处 《山西大同大学学报(自然科学版)》 2020年第3期30-32,共3页 Journal of Shanxi Datong University(Natural Science Edition)
基金 山西大同大学教学改革项目[XJG2019217] 湖南商学院北津学院教研教改项目[0611048601]。
关键词 二元函数 连续 可导 可微 binary function continuous derivable differentiable
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