微积分基本定理，不是曲线积分的，告诉我们，如果对函数的导数积分，就会得回原函数。
So, the fundamental theorem of calculus, not for line integrals, tells you if you integrate a derivative, then you get back the function.
这些都是反映了,线积分的微积分基本定理的特例。
So, these are special cases of what's called the fundamental theorem of calculus for line integrals.
讨论局部对称空间中具有平行平均曲率向量的子流形，得到其关于第二基本形式模长平方的积分不等式的相关定理。
This paper discusses submanifolds with parallel mean curvature vector in local symmetric Spaces and obtains integral invariants about the square of modulus-length.
综上所述就导出了微积分学中的最基本的定理。
All this leads up to the most fundamental of theorems of calculus.
下面是一个基本定理，它给出了，无需计算积分就得到结果的办法。
And then we have a fundamental theorem that gives us a way to compute this without computing it.
另一方面，也为微积分学基本定理的教学，提供了简明的材料。
On the other hand, they also supply a brief material for the teaching of the fundamental theorem of calculus.
另一方面，也为微积分学基本定理的教学，提供了简明的材料。
On the other hand, they also supply a brief material for the teaching of the fundamental theorem of calculus.
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