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We're going to have other ways of building them, but it could be a collection of all the primes. Hm.
但是我们很快就要学习到，实际上这些集合是可以是任意的。
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It helps us understand Israel's God as the end product of familiar cultural processes, processes of convergence We see convergences of cultures all the time--and differentiation.
它帮助我们了解以色列的上帝,它作为相似文化过程的最终产品，集合的过程,我们一直能看到文化的融合，及保留差异。
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Where do we go from here? How do we mobilize?
我们如何集合起来？
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All right? And I'm going to say-- sort of set that stage here, so that-- It turns out that that's probably about the best we can do, or again ends at the length of the list.
我要说的是，这一阶段的集合,我们用最优的方法完成,还是取决于列表的长度，好的，还是回到了我的问题上了。
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So in that game we played at the end last time, what were the set of strategies?
上节课我们最后做的游戏,策略的集合是什么样的呢
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And then furthermore "ship" is also the opposite of certain things, so that it would also enter into a relationship with "train," "car," "truck," "mule," modes of transportation, right?
而且，根据，船，这个词，我们还能衍生出其他集合,像是，火车，汽车，卡车，驴，等等交通工具，对吗？
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But we said earlier that, you know, we're going to get - to the point where we want to have a lot of pieces of -- a lot of variables in memory, maybe 140,000 dictionary words for some future peace set, but we don't want to enumerate line by line by line 140,000 variables.
但是我们之前说过，你们知道的，我们将获得,有很多块--很多变量的内存的指针-,可能有140，000个单词的集合,但是我们不想一行行地列举,140，000行变量。
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It's likewise, I think, part of our pleasure in this crazy world of disparate and it's part of our pleasure to read, to sort out, and to reassemble the various manifestations of truth.
这就像我们在这个疯狂的世界中享受,不同的令人困惑的真理一样,这是我们享受的一部分，去阅读去挑选，去重新集合不同的真理的表达。
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Humans are collections of cells, all cells are the same in important ways, but cells acquire differences during development, and so we are collections of billions of cells.
人类是一个细胞的集合,细胞在关键方面都是一致的,但在发育中细胞获得了不同的特点,而我们是一个数以十亿计的细胞的集合
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So, we have a collection of objects.
所以，我们有一个对象集合。
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There's an interesting thing to do.
我们可以换种方式来建立集合。
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Now I need to distinguish this from the set of possible strategies of Player I, so I'm going to use capital "Si" to be what?
我们需要把这个特定的策略和,参与人i的可能策略集合区别开来,我们用大写的Si来表示什么
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And so this is not like a math problem set or a physics problem set. Or, like a high school physics lab, where we all know what the answer should be, and you could fake your lab results anyway.
或是物理问题集合,又或者是高中的物理实验室，我们对这些问题都有确切的答案，或者你可以把你的实验结果改成正确的，有些事情是不能明确界定的。
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So let's consider Smith's convergence first.
让我们先来考虑Smith所提出的集合。
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On the other hand, we've seen n that if the size of a is n, that's to say, we have n elements to choose from, then the number of possible subsets is 2 to the n.
另一方面，我们看到,如果a集合的大小是，也就是说我们有n个元素可供选择，而可能的子集的元素,个数就是2的n次方。
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I can write it explicitly. I can write it inside of a FOR loop. And we've started to add, and we'll see a lot more of this, examples of collections of structures so that we don't just have to do something that can be easily described as walking through a set of things but can actually be a collection that you walk through.
我可以明确的写出来,我可以把它在FOR循环的内部写出来，然后我们开始学习了add这个运算符,我们会在以后学习很多的,集合的数据结构的例子,这样一来我们可以进行一些,很简单的遍历集合的操作,我想要为大家指出的最后一件事情是。
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We've got the choices they could make: that's their strategy sets.
我们有他们可能选择的策略,就是策略集合
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That is basically saying, given some collection of data, I want to have again a looping mechanism, where now my process is, walk through this, the collection one element at a time. And for that, we have a particular construct, called a FOR loop.
现在我的过程就是,通过一个个访问这个集合中,的元素的方式，来遍历这个集合,为了达到这个目的，我们有一个特定的结构，成为FOR循环。
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This strategy set--formally, Let's just simplify it here-- let's assume that for each Firm i they can set their price anything bigger than 0 and anything less than 1, just to keep life simple.
至于策略集合,我们把它简化成,假设每个公司i能,将它们的价格设定为,大于0并且小于1,仅仅为了简化处理
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