Before I do that though, let me try and give you an analogy to keep this in mind of why we want to basically build these abstractions and what we need in order to have them work together.
在我们看例子之前请让我打个比方,以便你们能记住我们,为什么要建立这些抽象,以及要使它们协调工作,我们需要做些什么。
But I want you to keep that template in mind because we're going to come back to that.
这是一个对我们,很实用的通用工具。
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。
He says these are the scenes, and I want you to keep those scenes in mind.
纳博科夫说这就是他心中的场景,我希望你们记住它们。
Right? So I want to invite you to keep that extra little something in mind.
对吗?,所以我要你们,在头脑中保持这种想法。
And I want you to keep this in mind and make a note to yourself.
我想要你们把这个记住,做个笔记。
The one thing you want to keep in mind though is that Hertz does not actually mean inverse seconds, it means cycles per second. So, if you're talking about a car going so many meters per second, you can't say it's going meter Hertz, you have to say meters per second.
写成5每秒,或5赫兹,你们要记住的是赫兹,并不等于秒的倒数,它是每秒的循环数,如果你们说,一辆车一秒可以走多少米,你不能说它走了米赫兹。
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。
So O'Connor is giving us a version of the road, and I want you to keep this in mind because of course we're going to read On the Road, and we are going to see a major road trip in Lolita, actually two of them. So the iconography of the American road is something that is going to come back to us.
奥康纳让我们看到了一种版本的路,我希望你们将它在心里,因为我们肯定要读《在路上》,也会在《洛丽塔》里,看到一次重要的公路旅行,事实上,是两次,之后我们还会看到。
So if you haven't clicked in yet, or if you want to change your answer, keep in mind that you might need to jot down, - for example, a Lewis structure before you can answer this question.
如果你还没有点答案,或者你想改变你的答案,记住你也许需要在回答问题前写点东西,比如画一画Lewis结构,来得到最终。
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