On the contrary, God explicitly commands humans to be fruitful and multiply, and he does that in the P-source, right?
相反地,上帝曾明确要求人类,开枝散叶人丁兴旺,而这属于不洁的范畴,不是吗?
It's not like Los Angeles, where it's extremely spread out, and you only...you're only in your car all the time,
与洛杉矶不同,洛杉矶太散了,那里,你只是一味地坐在自己的车里,
What Gauss did was said, let's fit a line through the point-- the scatter of points--and that's called the regression line.
高斯说,做这样的一条直线,切合所有散点,这就是回归直线
Dictionaries are implemented using a magic technique called hashing, which we'll look at a little bit later in the term, which allows us to retrieve keys in constant time.
散列法的内容,此方法可以让我们在线性,时间内检索到键,因此字典的大小并不重要了。
He wore an old double-breasted suit, frayed gray shirt, wide tie, no hat "I left her so long ago I don't remember.
他穿着一件双排扣的旧大衣,一件散口的灰衬衫,和一条宽领带,没有戴帽子,“我很早以前就离开了她。
What you see is a scatterplot.
你们看到的是一个散点图。
But the hypothesis was based on this association more or less, that looked at the rates of breast cancer across different countries and how much dietary fat those countries consumed and so you get a nice little scatter plot.
但以上假说,多少也基于一些合作研究,看看乳腺癌在不同国家,的发病率,那些国家在饮食中摄入了多少脂肪,然后就会得到一个不错的散点图
I think I will go for a short walk.
可能就散一会儿步。
It's a question that lingers and one might wonder whether Socrates ever successfully answers that question.
这是萦回不散的问题,有人可能要问,苏格拉底是否曾成功地,响应那个问题。
Now, in that Northern society and here we're using labels pretty loosely, but so be it the northern states; and well I'll leave the outline up for the moment. No I won't.
现在,在北方社会,现在我们标记做得很散,但必须这样,北方的州,我呆会会给你们一个大纲,但不是现在
This could be 1979, this could be 1980, and we keep adding points so we have a whole scatter of points.
假设这里是1979年,这里是1980年,一直添加数据点,就形成了一个散点图
Let's draw a line through a scatter of points here.
我们来画一条切合散点的直线
Because if you did what I suggested with the list, the time to look up the key would be linear in the length of the list. You'd have to look at each element until you found the key.
字典是用一种很神奇的,叫做散列法的算法,来实现的,后面我们将,会学到一点关于。
The concept of regression goes back to the mathematician Gauss, who talked about fitting a line through a scatter of points.
回归这个概念要追溯到数学家高斯,讨论的是从若干散点中切合出一条直线
But his question is still one that lingers and one that Plato includes for a purpose.
但他的问题仍萦回不散,且柏拉图是因为一个目的来加以收录。
You know it. I've never walked with kings though so I don't have to worry about losing the common touch because I'm not walking with kings.
哎,可是我从来都没有和王侯一起散过步,所以我,也没有必要担心露出谄媚之言,因为我没有和王侯一起散步。
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