It sheds light on a pretty cool geometric interpretation for the problem.

它为这个问题提供了一个很酷的几何解释。

This is the fundamental reason why the computation and the geometric interpretation of the cross product are related.

这就是为什么叉乘的计算和几何解释是相关的根本原因。

Luckily, this computation has a really nice geometric interpretation to think about the dot product between two vectors V and W.

幸运的是 这个计算有一个很好的几何解释来考虑两个向量V和W之间的点积。

But an alternate geometric interpretation will be to consider the parallel of PYPAD that it creates with the other two basis factors I had in jhad.

但是另一种几何解释是考虑它与jhad中其他两个基因子创建的PYPAD的并行。

Again, the system of equations can be translated to the geometric interpretation, where you have some transformation A and some vector V, and you're looking for the vector X that lands on V.

同样 这个方程组可以转化为几何解释 你有一个变换A和一个向量V 你在寻找向量X落在V上。