摘要
lagrange中值定理是微分学系列定理中最重要、最具广泛应用性的定理,对其证明方法的探讨与研究备受数学工作者关注。文章从五个不同的角度提出了证明Lagrange中值定理构造辅助函数的思路和方法,并均给予证明。
lagrange mean value theorem is one of the most important and widely - applicated theorems in the differential calculus. Thus the discussion and research on the proof of the theorem have been drawing much attention of those who work on mathematics. This paper puts forward the conception and methodology of constructive auxiliary function to prove lagrange mean value theorem from five different angles and also works out the demonstration for each of them.
出处
《河南机电高等专科学校学报》
CAS
2011年第5期44-46,共3页
Journal of Henan Mechanical and Electrical Engineering College
