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We can not do that with quantum mechanics, the more true picture is the best we can get to is talk about what the probability is of finding the electron at any given nucleus.
在量子力学里我们不这样做，我们能得到的更加真实的图像,是关于在某处,找到电子的概率。
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I graduated with a graphic design degree from Tennessee, very small state.
我在田纳西州获得了图像设计学位。那是个很小的州。
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But what we have here is an image of the beauty of that change, the beauty of the fact that the leaves are falling.
但是我们看到的是一幅美丽的变化的图像，叶子在飘落带来的美丽图画。
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An honest picture of Kane's life inadequate? inadequate ? in the other movie or in this movie?
一个真实的凯恩人生的图像,部分的？对,是在别处还是这部电影里？
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What's the Nash Equilibrium on this picture?
这个图像的纳什均衡在哪里
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You see these images on computer screens all the time; it's an example of an EKG or ECG, an electrocardiograph.
你会一直在电脑屏幕上看到这样的图像,这就是EKG或者ECG,即心电图
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That's great, but it's still not quite the picture we need, because actually, - all the electrons are not in equal orbitals -- one's in an s orbital, and 3 are in p.
这很好，但这还不是我们想要的图像，因为实际上，所有的电子不是在相同的轨道里的-,一个在s轨道里，3个在p轨道里。
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So there are two electron configurations in the n equals one shell, if we follow according to the selection rules that we spelled out last day.
如果根据上次课,我们阐明的原子光谱选择定则，我们就会知道在n等于1的那一层,有两种电子图像构型。
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When I think of desire, this is the first image that comes to mind for me.
当我想到欲望时，这是首先出现在我脑海中的图像。
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What will Player II's best response look like as a function of Player I's choice in the same picture?
在同一个图像里面怎么表示,参与人II的最佳对策是I策略的函数
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So here what we did before was we drew these graphs with probabilities, with beliefs of Player I and the problem here is, previously we had a nice simple graph to draw because there were just two strategies for Player II.
我们之前画了有关概率的图像,图像是在参与人的某个信念下的,但问题是之前参与人II只有两个策略,所以我们能画出那个简单的图像
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Okay, so I'm going to draw for the case, I'm going to draw the best response of Player I and I'm going to draw the best response for Player II in a minute, for the case B equals 1/4.
好的,我们要画这个案例的图像,我要在图中画出参与人I的最佳对策,一会还要画出参与人II的最佳对策,在这里B等于1/4
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