1.
Absolutely Henstock Integral and Mcshane Integral;
绝对Henstock积分与Mcshane积分
2.
LSRS Convergence Theorem of Mcshane Integral;
Mcshane积分的LSRS收敛定理
3.
New Extension of LSRS Convergence Theorem of Mcshane Integral
Mcshane积分的LSRS收敛定理的新扩展
4.
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
5.
Measure approximation on Mcshane integrable function;
关于Mcshane可积函数的测度逼近
6.
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
7.
integrator circuit
积分器电路，积分电路
8.
Comparison Between Riemann Integral and Lebesgue Integral;
Riemann积分与Lebesgue积分之比较
9.
Numerical integration of ordinary integrals and line integrals.
一般的积分以及线积分的数值积分。
10.
The seeond integral is easier to approximate than the first one.
第二个积分比第一个积
11.
HENSTOCK INTEGRAL AND ITS CLASS OF INTEGRABLE FUNCTION;
HENSTOCK积分及其可积函数类
12.
convolution of probability distribution
概率分布的卷积;概率分布的褶积;概率分布卷积
13.
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
14.
A Discussion of the Application of Intearal Transform;
积分变换法解微积分方程、方程组及求实积分
15.
fluxional calculus
【数】流数术(微积分)
16.
integral approximation
积分逼近[近似]法
17.
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.
18.
The combined mathematics of differential calculus and integral calculus.
微积分微分学和积分学的结合