And sometimes it occurs in one passage, as in the flood story here, and sometimes it occurs in stories or passages that are separate from one another, for example, the two creation stories.

有时，会出现在一段文章中，就像大洪水的故事，有时，会出现在完全不相关的两个故事或者文章中,比如说，两个创世纪的故事。

耶鲁公开课 - 旧约导论课程节选

He keeps talking about completely unrelated matters.

他一直在喋喋不休地说着完全不相关的事。

Would you please 课堂 - SpeakingMax英语口语达人

There are relevant and interesting fields of discourse and there are completely irrelevant fields of discourse, and some of these fields are on the sides of angelic discourse and some of these fields are on the side of the demonic.

有和话语相关的有趣的领域,也有完全不相关的领域，一些领域有如天使一般,而另一些则如恶魔。

耶鲁公开课 - 文学理论导论课程节选

If there were perfect correlation, then it would be a correlation of one.

如果是完全正相关的，也就是相关系数等于一。

耶鲁公开课 - 金融市场课程节选

it's not really invisible in the relevant sense.

根据相关定义它就不是完全无形的。

耶鲁公开课 - 死亡课程节选

The answer is I can't. OK, in the simple case of integers I can, but in the case of something more complex like faces or fingerprints or passwords for that matter, it's hard to design a hash function that has completely even distribution, meaning that it takes any input into exactly one output spot.

答案是我不能，好吧,在简单的整数的例子中,我可以做到，但是在一些更复杂的场景中,比如面部，指纹，密码相关的问题中，很难设计一个哈希函数具备完全平均的分配,也就是说，做到对任一输入，可以准确地得到相应的唯一输出,因此在一个哈希问题中。

麻省理工公开课 - 计算机科学及编程导论课程节选

Do you see that point? We'd have perfect correlation.

明白这个观点了吗，前提是完全相关。

耶鲁公开课 - 金融市场课程节选

What they argued in this paper was that, if we had perfect risk management, then there would be perfect correlation of consumption across countries because if we get rid of the idiosyncratic risks, then all that's left is planet-wide risks.

他们在论文中的观点是，如果我们有完善的风险管理,那在不同国家之间的消费呈完全相关,因为如果我们消除了特有风险，那只剩下全球范围内的市场风险。

耶鲁公开课 - 金融市场课程节选

.. The problem is again the ideal-- they're trying to work toward what I think of an ideal that we see in finance-- 1 mainly, the perfect correlation of consumption and the elimination of risk--we all help each other.

问题又回到了理想-,他们为之奋斗的这种理想状态,如果用金融学的理念来解读-,就是消费与风险消除的相关系数为,即完全正相关，所有人都互助互利。

耶鲁公开课 - 金融市场课程节选

What Modigliani and Miller said, if it's pure dividend policy, then it is totally irrelevant; it means nothing, so companies can do whatever they please-- I don't care.

莫迪利阿尼和米勒的观点是,如果是单纯的股利政策,则与之完全不相关,它没有意义,所以公司可以任意施为,我不在乎

耶鲁公开课 - 金融市场课程节选

You should be sharing your risks with someone who's completely different-- probably living on the other side of the world in a completely different industry, where the weather, the institutions, and the political situation are completely different.

你应该跟,与你截然不同的人-,也许是住在世界另一端的人,从事毫不相关的行业的人，生活在完全不同的气候，制度，以及政治环境里的人来分摊。

耶鲁公开课 - 金融市场课程节选