vector valued integral 向量值积分
vector stochastic integral 向量随机积分
vector valued Bartle integral 矢量值Bartle积分
vector valued singular integral 向量值奇异积分
Vector-valued singular integral 向量值奇异积分
integral cosine of vector 向量的积分
integral pitch winding vector 积分向量
integral of vector-valued function 向量值函数的积分
In statistical physics lectures, the calculation of the configuration partition function of molecule is simplified from double vectors integral to single vector integral.
统计物理教材中分子构型配分函数的计算，一般是将双矢量积分化简为单矢量积分。
OK, and that surface integral, well, it's not for the same vector field.
这个曲面积分，不是同一个向量场。
So, in both cases, we need the vector field to be defined not only, I mean, the left hand side makes sense if a vector field is just defined on the curve because it's just a line integral on c.
了解这两种表述后，我们不仅需要向量场，就是左边这里，这是曲线c上的线积分，向量场在曲线上有定义。
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