1.
Numerical integration of ordinary integrals and line integrals.
一般的积分以及线积分的数值积分。
2.
The process of solving either a definite or an indefinite integral is called integration.
求定积分或不定积分的过程称为积分法
3.
the calculus of maxima and minima of definite integrals.
正定积分的极大与极小的微积分学。
4.
An instrument for mechanically calculating definite integrals.
积分器技术性计算定积分的仪器
5.
THE COUNTABLE ADDITIVITY OF SET-VALUED INTEGRALS AND F-VALUED INTEGRALS
集值积分与模糊值积分的可列可加性
6.
Advantage of Lebesgue over Riemann integral;
勒贝格积分相对于黎曼积分的优越性
7.
Solving the problem of Definite Integral by Means of Double Integral;
利用二重积分解决有关定积分的问题
8.
The Relation of Lebesgue Integral and Abnormal Integral;
Lebesgue积分与反常积分的关系
9.
The Analytical Solution of Intergration for Curved Surface about the Intgral Equation of Electriclog;
电测井积分方程曲面积分的解析表示
10.
The calculation of Euler Poisson calculus and Fresnel calculus;
关于Euler-Poisson积分和Fresnel积分的计算
11.
Riemann′s Integration is Differentiateed Against Lebesgue′s Integration Nature
Riemann积分与Lebesgue积分的本质区别
12.
finite part of divergent integral
发散积分的有限部分
13.
Popularization of Subsection Integral Method--Derivation and Integral,Subsection Integral Method;
分部积分法的推广——导积分部积分法
14.
convolution of probability distribution
概率分布的卷积;概率分布的褶积;概率分布卷积
15.
The integration by parts is one of the most important integral method.
分部积分法是一种很重要的积分方法.
16.
The combined mathematics of differential calculus and integral calculus.
微积分微分学和积分学的结合
17.
A Generalization of Integration By Parts;
关于Riemann积分分部积分公式的推广
18.
Average credit: the average credit granted over the last few days.
平均积分：过去几天平均被授予的积分。