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单词 Prisoners Dilemma
释义

Prisoners Dilemma

原声例句
亿万第一季 Billions Season 1

That's what I like to call " The prisoner's dilemma" .

我管这叫做进退两难。

经济 Crash Course

Let's start with a classic of game theory, something called the " prisoner's dilemma" .

我们从经典的博弈理论开始,即" 囚徒困境悖论" 。

猫鼠游戏 第2季

Okay. Have you ever run a prisoner's dilemma?

好 你玩过囚徒困境吗?

猫鼠游戏 第2季

Have you ever heard of a prisoner's dilemma?

你有没有听过囚徒困境悖论?

两分钟论文

And now, the first cool result is that if we run the prisoner's dilemma with two of these new LOLA agents, they quickly find the Nash equilibrium.

那么现在,第一个很酷的结果是,如果我们用两个新 LOLA 代理来进行“囚徒困境”游戏,它们很快就能发现纳什均衡。

Veritasium真理元素

This highlights an important fact: in the repeated prisoner's dilemma, there is no single best strategy.

这突显了一个重要事实:在反复出现的囚徒困境中,不存在单一的最佳策略。

电台实验室

I mean, by the way, this is the classic prisoner's dilemma from game theory which some people may recognize.

顺便说一句,我的意思是,这是一些人可能认识到的博弈论中的经典囚徒困境。

Veritasium真理元素

Many life forms experience conflicts similar to the prisoner's dilemma, but because they don't interact just once, both can be better off by cooperating.

许多生命形式都会经历类似于囚徒困境的冲突,但由于它们不会只相互作用一次,因此通过合作, 两者都可以变得更好。

魔鬼经济学

Dictator games had grown out of another lab game called ultimatum, which in turn grew out of a famous game-theory experiment called the prisoner's dilemma.

独裁者游戏源自另一种名为“最后通牒”的实验室游戏,而后者又源自一个名为“囚徒困境”的著名博弈论实验。

耶鲁大学公开课:心理学导论

And you could see this--This is the standard origin of the prisoner's dilemma, why it's called " The Prisoner's Dilemma, " but you could see this all over the place.

你可以看到这一点——这就是囚徒困境的标准起源,为什么它被称为“囚徒困境” ,但你可以在任何地方看到这一点。

耶鲁大学公开课:心理学导论

And these are things like anger at cheaters, gratitude toward sharers, the sort of things you'd expect to come out in a prisoner's dilemma, feelings that some things are right and some things are wrong.

这些直觉包括对作弊者的愤怒,对分享者的感恩之情,以及在囚徒困境中可预期的情况,即一些事情是对的, 而另一些是错的。

中文百科

囚徒困境 Prisoner's dilemma

(重定向自Prisoners Dilemma)
若囚徒们不互相合作,则无法脱离困境。
The relationship between zero-determinant (ZD), cooperating and defecting strategies in the Iterated Prisoner’s Dilemma (IPD). Cooperating strategies always cooperate with other cooperating strategies, and defecting strategies always defect against other defecting strategies. Both contain subsets of strategies that are robust under strong selection, meaning no other memory-1 strategy is selected to invade such strategies when they are resident in a population. Only cooperating strategies contain a subset that are always robust, meaning that no other memory-1 strategy is selected to invade and replace such strategies, under both strong and weak selection. The intersection between ZD and good cooperating strategies is the set of generous ZD strategies. Extortion strategies are the intersection between ZD and non-robust defecting strategies. Tit-for-tat lies at the intersection of cooperating, defecting and ZD strategies.

囚徒困境Prisoner's Dilemma)是博弈论的非零和博弈中具代表性的例子,反映个人最佳选择并非团体最佳选择。或者说在一个群体中,个人做出理性选择却往往导致集体的非理性。虽然困境本身只属模型性质,但现实中的价格竞争、环境保护等方面,也会频繁出现类似情况。

单次发生的囚徒困境,和多次重复的囚徒困境结果不会一样。

重复的囚徒困境中,博弈被反复地进行。因而每个参与者都有机会去“惩罚”另一个参与者前一回合的不合作行为。这时,合作可能会作为均衡的结果出现。欺骗的动机这时可能被受到惩罚的威胁所克服,从而可能导向一个较好的、合作的结果。作为反复接近无限的数量,纳什均衡趋向于帕累托最优。

英语百科

Prisoner's dilemma 囚徒困境

(重定向自Prisoners Dilemma)
The relationship between zero-determinant (ZD), cooperating and defecting strategies in the Iterated Prisoner’s Dilemma (IPD). Cooperating strategies always cooperate with other cooperating strategies, and defecting strategies always defect against other defecting strategies. Both contain subsets of strategies that are robust under strong selection, meaning no other memory-1 strategy is selected to invade such strategies when they are resident in a population. Only cooperating strategies contain a subset that are always robust, meaning that no other memory-1 strategy is selected to invade and replace such strategies, under both strong and weak selection. The intersection between ZD and good cooperating strategies is the set of generous ZD strategies. Extortion strategies are the intersection between ZD and non-robust defecting strategies. Tit-for-tat lies at the intersection of cooperating, defecting and ZD strategies.
若囚徒们不互相合作,则无法脱离困境。

The prisoner's dilemma is a standard example of a game analyzed in game theory that shows why two completely "rational" individuals might not cooperate, even if it appears that it is in their best interests to do so. It was originally framed by Merrill Flood and Melvin Dresher working at RAND in 1950. Albert W. Tucker formalized the game with prison sentence rewards and named it, "prisoner's dilemma" (Poundstone, 1992), presenting it as follows:

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更新时间:2025/6/19 9:29:18