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So what is this? This is Player 2's best response, so Player 1's best response to Player 2 producing half monopoly output.
这是什么,这是参与人2的最佳对策,即参与人1对于2半垄断产量的最佳对策
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Yeah, he's a good player. But a few years ago, one of the reasons that United bought that player,
他是个很好的球员。但是几年前，联队买他的原因之一，
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I could do the same thing for Player 2 to find Player 2's best response for every possible choice of Player 1.
同理对于参与人2来说,可以算出参与人1不同策略的最佳对策
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There's a little video player on the right side of The screen that allows the student or the professor Teaching from these materials to bring up those Materials and show the students. So this allow The students to explore materials on their own.
屏幕右边有个小放映机,能让学生和用这些资料教学的教授,提取出这些媒体资料,并播放给学生看,这允许学生自己发掘资料。
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It's like watching the U.S. Open and thinking you're some kind of a player.
就像你看美国网球公开赛,想象自己是个选手
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So he's really, really short for a basketball player.
所以作为篮球运动员,他又很矮很矮
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He's a very good player, yeah, but for the first two or three years that he was at United, he hardly played at all.
他是个很好的球员，但是在前两三年，在联队，他基本不上场。
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The issuing bank would be driven out of business if it didn't. They all were using fractional reserve banking so if you have a big player that's demanding gold from you you're in trouble.
发行纸币的银行将会被驱逐出银行业,如果它不这么做，它们都采取,部分准备金银行制度，所以如果你有一个对手,一直向你索求金子，你会陷入大麻烦的。
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Good, so what I have here is an equation that tells me Player 1's best response for each possible choice of Player 2.
这个方程表示,参与人2不同策略下参与人1的最佳对策
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So in previous definitions, we've seen the qualifier, for all, be on the other player's strategy.
在以前的定义中,“对所有的”这个限定词,修饰的是其他参与人的策略
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Everyone see how I constructed that? So just to remind you again, the first payoff is the row player's payoff, in this case the evil git.
大家知道我是怎么做的吧,再说一此,第一个收益是饭桶恶魔的收益
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It's the expected payoff to Player 1 if shooting to the left as it depends on the probability that the goal keeper dives to the right.
它表示参与人1,从左路射门的预期收益,与门将扑向右路的概率有关
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So I claim that neither player has a dominated strategy, let's just check.
我说没有参与人存在劣势策略,我们来验证一下
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What is Player 1's best response? Someone read it off for me.
谁来说一下,参与人1最佳对策是什么
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So her best thing now is to successfully meet David at The Bourne Ultimatum and David's preferences are Player 2's preferences, so his favorite thing is to successfully meet at The Good Shepherd.
她最希望和大卫一起看《谍影重重》,大卫扮演参与人2,他最想和妮娜一起看《特工风云》
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Both people would rather be at an equilibrium than to be mal-coordinated or uncoordinated, but Player 1 wants to go to Bourne ultimatum and Player 2 wants to go to Good Shepherd, and actually I thought Nina's strategy there was pretty good.
每个参与人都觉得达成均衡,总比协调失败要好得多,但是参与人1想看《谍影重重》,而参与人2想看《特工风云》,我觉得妮娜的策略很好
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