So the first step to doing that is I want to just generalize our results so far for a Carnot cycle.
第一步,首先来推广一下,卡诺循环的结果。
Characters are simple. Suppose you want to represent sets of strings, well you basically just generalize the hash function.
字母是是很简单的,如果你想表示一组字符串,基本上你要做的就是归纳出哈希函数。
I'm going to generalize from our simple story even more by saying that, let's not assume that we have equally-weighted.
我要将我们刚才的简单特例,变得更普遍适用一些,现在我们假设这两项资产的权重并不相等。
We'll see that next time, and then we'll generalize in a broader sense to look at the direction in which spontaneous processes go. ?
我们下节课将讲述这方面的内容,然后会进一步推广到更广的意义上去,研究任何自发过程,的进行方向?
Let's generalize this definition a little bit, since we want it to allow for more general beliefs.
我想让这个定义更具有普遍性,因为我想让它适用于更广义的信念中
But it's worth taking a moment to flag the fact that there are people, there are philosophers, who think we can generalize across all humans.
但是值得一提的是,有些人,有些哲学家,认为我们可以把所有人进行归类。
Then you're able to generalize that and say, if you multiply it by 2.6, I mean a vector 2.6 as long as A.
然后可以将其推广到更一般的情况,如果用2.6乘以它,所得矢量即为矢量 A 的2.6倍
And we can generalize to figure out, based on any principle quantum number n, how many orbitals we have of the same energy, n and what we can say is that for any shell n, there are n squared degenerate orbitals.
我们可以总结出来,在,主量子数为n的情况下,同一个能量上,有多少个轨道,我们可以说,对任何壳层,有n平方个简并轨道。
And the error that Lykken and Tellegen and many others make " when they generalize and say "change is not possible" " is what I call "the error of the average".
像Lykken和Tellegen那样,人们常错误地,概括出一个结论,“变化是不可能的“,我称之为“大众错误。
I could generalize this pretty nicely. Imagine the same kind of idea where I want to simply say I want to take input of anything and try and see how to make sure I get the right kind of thing. I want to make it polymorphic.
对吧,我试着输入浮点数,我能更好的一般化它,想象下类似的想法,我需要输入些什么,然后看看输入的是否正确,我想使他更多元化些。
Let me generalize this. In this case, my incrementer was just adding 1 to an integer, it's a pretty straightforward thing to do.
当我完成后,我不会再显示任何信息了,好,好,那么你们已经看过两个简单的例子了,让我来讲讲概念,在这个例子中。
Let's pull together what this algorithm actually does. If I generalize binary search, here's what I'm going to stake that this thing does.
总结下二分查找法,下面列举几点它的操作,首先,找中点。
So I want to take this idea classes now, and I want to generalize it.
一个能够用来处理一些,例如我想看看两个点是不是一个点。
So generalize our Carnot engine results.
让我们推广卡诺热机的结果。
And that may generalize again and it keeps going until you either get back to Adam and Eve, I guess. I don't think they were born in the US as far as I know, or you find somebody who satisfies that definition or you find that none of your parents actually are in that category.
降低到我的父亲或者母亲,是不是天生的美国公民呢,这个问题可以继续向下分解,你甚至可以追溯到亚当和夏娃的时候,据我所知它们并不是出生在美国的,或者你要么找到一个符合定义的人,要么发现你的父母都不满足条件。
This will generalize to probability of A and B and C equals the probability of A times the probability of B times the probability of C and so on.
简单的说,A和B和C同时发生的概率,等于A发生的概率乘以B发生的概率,乘以C发生的概率,以此类推
Let me generalize this slightly.
但是这是一个非常不错的算法。
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