摘要
针对学生在复变函数学习中对解题方法掌握不佳的实际情况,归纳和总结了3种常见题型的解题方法,并予以分析和说明.通过加强对解题方法的归纳和总结,以期提高学生的解题能力,加深学生对教学内容的理解和掌握,从而收到良好的教学效果.
For the actual situation that students do not grasp the solution method well in learning of complex function, the solution method of three common question types was induced and summarized,then the analysis and explanation was given.By strengthening the induction and summary for the solution method,hope to improve students’ problem-solving ability,deepen students’ understanding and mastery for teaching content,so as to receive good teaching effect.
作者
李景和
周永芳
李艳玲
白云
LI Jinghe;ZHOU Yongfang;LI Yanling;BAI Yun(School of Science,Hebei University of Technology,Tianjin 300401,China)
出处
《高师理科学刊》
2022年第9期70-74,共5页
Journal of Science of Teachers＇College and University
基金
河北工业大学2020年度本科教育教学改革研究与实践项目(202003004)。
关键词
解题方法
可导性
复积分
孤立奇点
归纳和总结
solution method
derivability
complex integral
isolated singular point
induction and summary
