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So first, I choose a volatility randomly, from some distribution of possible volatilities 2 from to, in this case, 0.2.
来决定的一个值，所以首先我先随机选择一个浮动值，从可能的浮动值中的分布进行选择,在这个例子中就是0。
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So, I applied to a lot of schools and from the ones I got in, I decided to come to Yale.
所以我申请了很多学校，从录取我的学校里选择了耶鲁。
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And so, that was a clear major for me to pick -- I actually also was considering English and ended up being a minor in English.
所以这是我的主要选择之一-,我还考虑学英语,最后英语是我辅修的专业。
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Glancing at the bottom, this is pretty arbitrary, but I chose to format my string as follows: % 1f so at the bottom here I'm printing out %.1f, which quick sanity check means print just one digit after the decimal place.
看下这个底部，这个是相当随意的，但我选择把我的字符串格式化成这样：,所以在这个底部我打印输出，提醒一下，这是一个只打印出,小数点后一位的方法。
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And for me it's fun because I may not know the novel that you end up picking, and so it is a kind of challenge for me to take a novel that you've chosen and come to grips with it myself It may be one that I know.
我也觉得很好玩,因为我可能不知道你们最后选择的小说，所以对我来说,认真对待你们选的一本书很有挑战性,可能是一本我知道的书。
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So what we're going to look at is the expected payoff of Up versus, let me call it a : a being equally likely that my opponent chooses Left and Right.
所以接下来我们看看在我认为对手,选择左右的可能性相同下的预期收益,我们把它称为
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and it's one that I think is really good, uh, personally, it's why I chose to go here.
而且我个人十分赞同这种教育理念，所以我选择这所大学。
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It's a little bit complicated, so I chose the simplest bias.
这有点复杂，所以我选择了一个简单的偏向值。
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So, I went down the computer science route.
所以我选择了计算机科学这条路。
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I'm a huge believer in fit and culture, so I chose Cornell from day one.
我看重大学的文化以及它与我个人的契合度，所以从一开始就选择了康奈尔。
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And there're other women will say, "I don't think this is religiously required of me, but it also realize I'm a practical person that I don't have alternatives right now So there are many kinds of different things of play.
还有的女性会说，“我不觉得这是宗教对我的要求，但它还是让我看到自己是个很实际的人,因为我现在没有别的选择,所以说观点真是各种各样。
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you, of course, use your resume with the biggest amount of references. So, restaurants.
我就要拿着简历和我的资料到处去应聘。所以，我选择了餐厅。
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and so ended up changing majors and focusing at that point on organizational development
所以我选择了转专业，希望在组织发展学科继续发展。
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So I took, a German, like architecture and history class and we actually,
所以我选择了德国建筑学和历史课，实际上，
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So I chose Sheffield as my firm and Liverpool as my insurance,
所以我选择了谢菲尔德大学作为我肯定去的，利物浦大学作为我的保底学校，
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So there's, on campus at least, there's definitely that option. I also...
所以，至少在校园里，那是一个选择。我还……
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So I think it depends on the type of the task.
所以，我认为选择要根据项目的特点来确定。
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So I think it's your choice.
所以，我认为这是你的选择问题。
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So, I actually also started pre-med.
所以我最后选择了医学预科。
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So the four of you who chose numbers bigger than 67, whose names I'm not going to read out, maybe they were making a mistake.
所以那四位选择大于67的同学,我虽然不念出来你们的名字,但以后要注意啊
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Is anyone else pre-med here? Okay, so a pretty good showing. So maybe you can relate to some of the reasons I wanted to be pretty pre-med -- part of it was the interest in the science and the biology. Also, I wanted to help people -- it seemed like a really clear way that I could have a career that was challenging and involved in science, but also helping others.
你们中有医学预科的吗？,不错，有不少人,也许你们出于和我当年,想读医学预科一样的原因,一方面是受灾科学和生物学方面兴趣的驱使,另一方面,我想帮助别人,所以我似乎应该选择。
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So I'm not going to take the item with an index of 2.
所以我不会选择,索引值为2的物品。
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So that's a good application of the alternative I proposed.
所以我推荐可选择的应用中的一个好的。
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So the person they chose to talk to, Wolfgang Pauli and I think it was just Goudsmit that went to him and discussed it is Wolfgang Pauli, Pauli which is shown here.
所以他们选择，讨论的人是,我觉得仅仅是Goudsmit去和他讨论了，这就是。
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PROFESSOR: Great question. So the question is, how do you choose an algorithm, why would I choose to use a pseudo-polynomial algorithm when I don't know how big the solution is likely to be, I think that's one way to think about it.
教授：问得好，所以问题是，你怎样选择算法，为什么当我,不知道解决方案会有多大的时候,我要选伪多项式算法呢，我想这是一种思考问题的方式。
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We had acknowledged that Alpha is a dominant strategy for my opponent so we must choose based upon, or knowing that my partner is going to choose Alpha.
我们发现了α是我们对手的优势策略,所以我们必须要根据,我对手会选α来做出选择
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I was just finding very tunnel vision-like, the smallest elements at that moment in time which means I don't know anything about the other elements other than they are not the smallest and so no matter what with Selection Sort I had to repeat this again and again and again and if you do out the math it's roughly N squared steps in the worst case as well.
我只有一个狭窄的视野，只知道某时刻的最小元素,就意味着我并不知道其他元素的任何情况,只知道它们不是最小的,所以不管怎样，在选择排序中,我就得一遍一遍地重复选择过程,在最坏情况下,大概需要N的平方次比较。
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