1.
The McShane and Henstock Integrals of Fuzzy-Number-Valued Functions in n Dimensions;
n维模糊数值函数的McShane积分和Henstock积分
2.
The calculation of Euler Poisson calculus and Fresnel calculus;
关于Euler-Poisson积分和Fresnel积分的计算
3.
C-Stieltjes Integral and ap-C-Stieltjes Integral
C-Stieltjes积分和近似C-Stieltjes积分(英文)
4.
The Gauss Integral Scheme and Hammer Integral Scheme in the Finite Element Method
有限元方法的Gauss积分和Hammer积分方案
5.
Application of the Symmetry in the Calculation of Curvilinear Integral and Surface Integral;
对称性在曲线积分和曲面积分计算中的应用
6.
Application of Odevity and Symmetry in Curvilinear Integral and Surface Integral;
奇偶性对称性在曲线积分和曲面积分中的应用
7.
a branch of mathematics involving calculus and the theory of limits; sequences and series and integration and differentiation.
包括微积分和极限定理的数学分支:序列级数微分,与积分。
8.
The Boundedness of Multilinear Commutators of Singular Integral Operators and Fractional Integral Operators Related to Smooth Functions;
奇异积分和分数次积分与光滑函数生成的多线性交换子
9.
The combined mathematics of differential calculus and integral calculus.
微积分微分学和积分学的结合
10.
A Greenpeace activist
绿色和平组织积极分子
11.
INTEGRAL CLASSIFICATION AND INTEGRAL FORMULAS FOR TRIANGULAR THIN-PLATE ELEMENTS
三角形薄板单元的积分分类和积分公式
12.
The Integral domain and integral pattern in EMT electromagnetic field.
介绍了EMT电磁场中的积分域和积分形式问题。
13.
Differential Quadrature Method and Differential Quadrature Element Method--Theory and Application;
微分求积法和微分求积单元法——原理与应用
14.
Boundedness of Fourier Integral Operator and of Multilinear Commutators of Marcinkiewicz Integral Operator;
Fourier积分算子和Marcinkiewicz积分算子的交换子的有界性
15.
Calculating Multiple Integral by Odevity of Function and Symmetry of Regions
利用函数奇偶性和积分区域对称性计算重积分
16.
Integral Calculus: definite and indefinite integrals; fundamental theorem of calculus; techniques of integration; Taylor's Theorem; applications in geometry, physics and engineering.
积分学：定积分与不定积分、本定理、积分的方法、勒定理、分学在几何、理和工程学上的应用。
17.
The solutions are obtained utilizing the integration of properly weighted centres of dilatation over the volume occupied by the body.
通过体积元素积分得到的调和势函数通过椭圆积分及其导数表示。
18.
the part of calculus that deals with integration and its application in the solution of differential equations and in determining areas or volumes etc..
微积分学中有关积分与它在微分方程和测定面积,体积等的应用的部分。