OK, and you can see that this thing ought to unwrap, it's going to keep extending out those multiplications until gets down to the base case, going to collapse them all together.
好,你可以看到这种方法,是怎么解决的,他一层层的将乘法展开一直到最底层,然后将他们一起乘起来。
It's very hard to keep a body together in O'Connor, well, I won't get in to that.
在她的书里面,鲜有躯体能够保存完整,我暂且不解释这个问题。
So any time that you're drawing these molecular orbital diagrams you want to keep in mind that the number of electrons that you have in atomic orbitals, you need to add those together and put that many electrons into your molecule.
任何时候当你们画分子轨道图时,你们要记住,原子轨道里的电子数,你要把它们加在一起,并放到分子轨道里去。
And the slave could keep a lot of the income from that business for himself, and the slave could actually gather together a bit of money for himself.
奴隶可以保留赚来的钱,确实可以赚到不少。
Notice here that it's different than the binary search case. We're certainly dividing down, but the combination now actually takes some work. I'll have to actually figure out how to put them back together. And that's a general thing you want to keep in mind when you're thinking about designing a divide and conquer kind of algorithm.
一个分治的例子,注这里,与二分查找所不同的地方,我们肯定是分解了,但是合并的过程还是需要一些工作量的,我会详细说明怎样把它们合并在一起的,当你在考虑设计一个分治算法时,这是你要必须记住的最基本的东西。
It's all very well to say, "Look at me, I'm reconciling harmonies, I'm creating patterns, I'm showing the purpose of image clusters and all the rest of it," but if you keep doing it, what you have yoked together becomes unyoked again.
我们可以说,“看,我协调了冲突,我创造了形势说,我展现了意象群“,但是如果一直深入,你联系起来的东西又会再次分开了。
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