1)  differential calculation
微分运算
2)  exterior differential calculation
外微分运算
1.
In this paper, a mechanical theorem proving algorithm is proposed, which is based on the exterior differential calculation, vector formulation and the integration of the moving frames of the surfaces, geodesic frames and Frenet frames of the curves on the surfaces.
作者提出了一种以外微分运算和向量计算为主要工具,可以进行有关曲面上曲线局部性质的定理机器证明的算法。
3)  symbolic differential operation
符号微分运算
1.
Based on the analytical solution of partial differential in symbolic differential operation,the method of dynamic mathematical modeling of a twin-spool turbojet is proposed.
基于符号微分运算对偏微分的解析解方法,提出了1种双转子涡喷发动机动态数学模型建立的方法。
4)  differential operational matrices
微分运算矩阵
5)  noncommutative differential calculus
非交换微分运算
1.
Using noncommutative differential calculus,a difference complex is introduced on regular lattic and is proved to be exact by constructing homotopy maps,which is just a difference analogue of classical de Rham complex and Poincaré lemma.
运用非交换微分运算,在正规格点空间上给出差分复形的定义并构造同伦映射证明其正合性,这正是经典de Rham复形及Poincaré引理的差分离散形式。
6)  vertical differential coefficient
纵向微分运算
参考词条
补充资料:不定积分的运算法则

又称为“不定积分的性质”,包含如下两个性质:

(1)设函数f(x)的原函数存在,k是常数,k≠0,则

∫kf(x)dx=k∫f(x)dx

(2)设f(x),g(x)是两个可积分的函数,则

∫[f(x)+g(x)]dx=∫f(x)dx+∫g(x)dx

说明:补充资料仅用于学习参考,请勿用于其它任何用途。