浅议高等数学解题方法之“凑”  

On the "Cou" solution of advanced mathematics

作　　者：吴代龙[1] 

机构地区：[1]马鞍山师范高等专科学校,安徽马鞍山243002

出　　处：《佳木斯教育学院学报》2013年第9期176-177,共2页Journal of Jiamusi Education Institute

摘　　要：用"凑"的方法解决数学问题,在中小学的数学学习中都有体现。在高等数学的解题方法中,"凑"同样是一种行之有效的解题手段,通过对题目的细致分析,结合相关理论知识,利用合理、恰当的"凑",可以简化解题方法和过程,达到"事半功倍"的效果。To solve mathematical problems with"Cou"approach, has embodied in the learning of mathematics. In the methods of solving problems in higher mathematics,"Cou"is also a kind of effective problem solving method, through detailed analysis of the topic, combines with relevant theoretical knowledge, use reasonable, appropriate"Cou", can simplify solving method and process, to achieve"multiplier"effect.

关 键 词：凑微分 凑函数 凑矩阵 

分 类 号：O13[理学—数学]