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1)  Definite Integral Equality
定积分等式
1.
Proving Methods For Some Definite Integral Equality;
某些定积分等式证明方法探讨
2)  definite integral inequality
定积分不等式
1.
Finally,the author introduces the method to use translatable symmetry to prove the definite integral inequality.
本文首先给出轮换对称性的定义,将它应用于二重、三重积分及曲线、曲面积分的计算中,用统一的形式归纳出计算积分的简易方法,最后用轮换对称性证明定积分不等式。
3)  integral equality
积分等式
4)  integral equality approach
积分等式
1.
By choosing the appropriate Lyapunov-Krasovskii functional, the sufficient conditions of delay-dependent stabilization are derived in terms of LMI (linear matrix inequality) based on integral equality approach (integral equality is constructed with free weighting matrices).
通过选择合理的Lyapunov-Krasovskii泛函,基于积分等式法(积分等式由自由权矩阵构造而成),以LMI(线性矩阵不等式)的形式给出时滞相关的稳定性充分条件。
5)  integral inequality
积分不等式
1.
Proving one kind integral inequality by means of geometric significance;
借助几何直观证明一类积分不等式
2.
Conditions for a sort of integral inequality;
一类积分不等式成立的条件(英文)
6)  integral identity
积分恒等式
1.
In this paper,the high accurate integral identity is studied for the Lagrane finite element of two-point boundary value problem of elliptic differential equation.
本文研究了椭圆方程两点边值问题Lagrange有限元的高精度积分恒等式,通过插值后处理技术,得到了如下的整体超收敛的结果:‖∏2m2huh-u‖l≤Chm+2-l‖u‖m+1,l=0,1。
2.
A unique solvability of the source term solution is obtained by applying integral identity methods.
应用积分恒等式方法,证明了源项解的唯一存在性 。
3.
The high accuracy integral identity is studied for the cubic Hermite finite element of two-point boundary value problem of fourth-order equations.
研究了四阶方程两点边值问题三次Hermite有限元的高精度积分恒等式。
补充资料:定积分


定积分
definite integral

定积分冲无面妞i的匆阁;onpe皿e二eu。曰而。。Terpa月] 见积分(山忱g司).
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