数学微积分论文摘要

问：微积分应用的论文

1. 答：自己写去吧~~~很难找到的

问：微积分发展史论文怎么写？

1. 答：既然是发展史的话，就应该把微积分的来龙去脉说清楚
   首先是微积分的启蒙，比如巴罗三角形等等
   然后是牛顿的流数以及莱布尼茨建立的现代微积分符号
   接下来可以讲一讲微积分的野蛮发展的时代，因为理论基础不扎实，微积分在整个18世纪引发了第二次数学危机
   再接下来是柯西和威尔斯特拉斯建立了严谨的数学分析
   最后可以讲讲微积分的现代发展，微分流形，微分拓扑等等

问：如何看待微积分对数学的影响1000字论文

1. 答：微分学包括极限、导数与微分、积分，在（理论数学）里说过微分是变化量的极限,导数是增量比的极限,它们都是极限.它们的计算仿佛相同,但是所表示的概念是不同的.一个是全增量,一个是增量比.

问：求翻译！！！数学论文摘要

1. 答：摘 要
   Pick
   文章主要从三个方面研究无理数e的历史起源，并且在求极限、导数、积分
   This article mainly from three aspects the historical origin of irrational e study, and asking limit, derivative, integral
   和求解线性常微分方程以及实际问题五个方面的应用做出细致的阐述。
   And the solving linear differential equation and the actual problem five applications make detailed exposition.
2. 答：Abstract
   This paper mainly study the historical origins of irrational number e though three aspects and to make detailed elaboration of calculating limit, derivative, integration , solving the practical problems and linear ordinary differential equations and the application of these five aspects as well .
   Key words Constant pounding problems Geometric problems Logarithm problem Calculus
3. 答：Abstract
   This thesis mainly investigated historical originals of irrational number from three aspects. It also included the detailed illustrate of the applications of solving limit, derivative, integral, linear ordinary differential equation and application questions.
   Key words: constant pound interest logarithm calculus
4. 答：This paper mainly from three aspects of the historical origins of irrational number e, and of limit, derivative, integral . And solving the practical problems of linear ordinary differential equations and the application of five to make detailed elaboration.
   Key words： constant ， compound the problem geometrye， logarithm problem calculus

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