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Nash is, to many, the Regency architect par excellence.

在许多人看来,纳是杰出期风格建筑师。

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Nash did not live a cloistered existence nor was he spared the shocks that flesh is heir to.

纳并非过着与世隔活,他同样也不能逃脱人难免种种打击。

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Lex Fridman Podcast

How do we find the Nash Equilibrium?

我们如何找到纳什均衡?

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The Office S03 (BluRay 1080p)

Okay, it's someone named Martin Nash. Yeah!

好吧, 是一叫马丁·纳什的人。 是的!

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Off Air with Jane & Fi

And do you want a special memorial service in the Nash Church opposite Broadcasting House or has that faded now?

你是否希望在广播大楼对面的纳什教堂举行一场特别的纪念仪式?还是说现在种想法已经?

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耶鲁大学公开课:博弈论

So the Nash Equilibrium in this game is quit 1, fight 2.

因此,场博弈的纳什均衡是:我方选择退出1,对方选择战2。

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耶鲁大学公开课:博弈论

The Nash Equilibrium is as follows.

纳什均衡如下。

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耶鲁大学公开课:博弈论

Once again, we want to find out what the Nash Equilibrium is in this game and our method is exactly the same.

再次,我们想找出戏的纳什均衡是什么,我们的方法完全相同。

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耶鲁大学公开课:博弈论

The Nash Equilibrium (Dd, R) corresponds to the one we found by backward induction.

纳什均衡 (Dd, R) 与我们通过逆向归纳法发现的均衡相对应。

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耶鲁大学公开课:博弈论

Let's try and find out the Nash Equilibrium of this game.

让我们尝试找出场戏的纳什均衡。

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耶鲁大学公开课:博弈论

So now, can everyone see why there's not going to be a Nash Equilibrium in pure strategies?

那么现在,大家能明白为什么纯策略中不会出现纳什均衡吗?

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耶鲁大学公开课:博弈论

So, here we've concluded that the Nash Equilibrium of this game is down right, a very particular prediction, but notice a perfectly rational player could here, could choose middle.

所以,我们在里得出结论,戏的纳什均衡是正确的,是一非常特殊的预测,但请注意,一完全理性的玩家可以在里选择中间方案。

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耶鲁大学公开课:博弈论

We solved for the Nash Equilibrium in the sub-game.

我们在子戏中求解纳什均衡。

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耶鲁大学公开课:博弈论

So Beatrice won this election, is this array a Nash Equilibrium?

那么比阿特丽斯赢得次选举,阵列是纳什均衡吗?

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耶鲁大学公开课:博弈论

Now, I will need the other board; I want to figure out the Nash Equilibrium on this game.

现在,我需要另一块棋盘;我想找出戏的纳什均衡。

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耶鲁大学公开课:博弈论

So what I'm going to do is I'm going to show you that this will in fact be a Nash Equilibrium by showing you payoffs.

所以我要做的是通过向你展示收益来证明实际上是一纳什均衡。

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耶鲁大学公开课:博弈论

Of course the fight doesn't take place: out followed by " we would have fought had you entered." So these are the Nash Equilibria.

当然,战不会发生:出局后紧接着是“如果你进来,我们就会战。 ” 所以些就是纳什均衡。

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耶鲁大学公开课:博弈论

Here's a - c over 2b and here's a - c over b. So this is the total quantity produced on this equilibrium, in this Cournot Nash Equilibrium.

是 a - c 除以 2b, 是 a - c 除以 b。就是在古诺纳什均衡中, 均衡状态下的总产量。

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耶鲁大学公开课:博弈论

So now, let's find the Nash Equilibrium in this game.

那么现在,让我们找到戏的纳什均衡。

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耶鲁大学公开课:博弈论

What was our sophisticated mathematical technique for finding the Nash Equilibria on this game?

我们在戏中寻找纳什均衡的复杂数学技术是什么?

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耶鲁大学公开课:博弈论

The reason it helps is you're trying to coordinate onto a Nash Equilibrium.

它之所以有帮助,是因为你试图协调纳什均衡。

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耶鲁大学公开课:博弈论

If you just mechanically find the Nash Equilibria in a game, you're going to find people choosing actions that, if they ever were called upon to make them, are silly.

如果你只是机械地在戏中寻找纳什均衡,你会发现人们选择的行为(如果他们被要求做出些行为的话)是愚蠢的。

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