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郎布斯吃苹果 · 2019年11月03日

问一道题:NO.PZ2015111901000007

问题如下:

The topic of another lecture is prospect theory. Liu presents the students with the following two situations and asks them if they would accept or reject each one:

Situation 1 A 50% probability of winning $10,000 and a 50% probability of losing $4,000

Situation 2 A 50% probability of winning $10,000 and a 50% probability of losing $8,000

The students vote to accept Situation 1 but reject Situation 2. Liu then presents a third situation:

Situation 3 Choosing between losing $12,000 with 100% certainty, or accept­ing a gamble that offers a 50% probability of winning $6,000 and a 50% probability of losing $24,000

The students vote to accept the gamble in Situation 3.


Explain how the voting results in each of the three situations are consistent with prospect theory.

i.Accepting Situation 1

ii.Rejecting Situation 2

iii.Accepting the gamble in Situation 3

选项:

解释:

Prospect theory is an alternative to expected utility theory. This theory describes how individuals make choices in situations in which they must decide between alternatives that involve risk and how they evaluate potential losses and gains. Prospect theory considers how alternatives are perceived based on their framing, how gains and losses are evaluated, and how uncertain outcomes are weighted.


i. Accepting Situation 1

Most people reject a gamble with even chances to win and lose unlessthe possible win is at least twice the size of the possible loss.

In this gamble, the possible win is 2.5 times the possible loss, so the student vote to accept Situation 1 is consistent with prospect theory. Accepting Situation 1 is consistent with prospect theory because experimental evidence shows that most people reject a gamble with even chances to win and lose, unless the possible win is at least twice the size of the possible loss.


ii.Rejecting Situation 2

Most people reject a gamble with even chances to win and lose unlessthe possible win is at least twice the size of the possible loss.

In Situation 2, the chances to win and lose are the same but the possible win is only 1.25 times the possible loss. Thus the student vote to reject Situation 2 is consistent with prospect theory.

Rejecting Situation 2 is consistent with prospect theory because experimental evidence shows that most people reject a gamble with even chances to win and lose, unless the possible win is at least twice the size of the possible loss. In Situation 2, the possible win is only 1.25 times the possible loss, so the student vote to reject the investment is consistent with prospect theory.


iii.Accepting the gamble in Situation 3

People are risk-seeking when there is a low probability of gains or a highprobability of losses.

Deviations in decision making result in overweighting low-probability outcomes.

The gamble may appear more attractive than the sure loss, so the student vote to accept the gamble is consistent with prospect theory. Experimental evidence shows that risk-seeking preferences are held by a large majority of people when there is a low probability of gains or a high probability of losses. Therefore, the student vote to accept the gamble over the sure loss in Situation 3 is consistent with prospect theory.

麻烦解释下第三种情况如何满足前景理论的?看参考答案的意思,无论是gain还是loss,都是计算期望后,再进行比较,是这样吗?如果是这样的话,如何体现前景理论在loss象限时,倾向于risk seeking,即选择确定性更高的呢?

2 个答案
已采纳答案

企鹅_品职助教 · 2019年11月04日

同学你好,这道题的数字出的不太好,题中给的数字算期望值,也是第二种gamble比较好。要是改成 50% probability of losing $30,000的话更好一些,那样选第二种gamble就是因为prospect theory了。

这道题是原版书课后题 Reading 7 第8题,同学最好也去听一下李老师的讲解。

SUN · 2019年11月09日

不太明白为什么改成30000反而是遵守prospect theory了。如果是从期望的角度出发,那是不是应该是理性人的角度了?

企鹅_品职助教 · 2019年11月13日

回答sun的评论

 

Situation 3里面如果根据传统经济学,算期望值,50%*6000-50%*24000=-9000也比100%的-12000好。这种情况下虽然Accepting the gamble in Situation 3也是consistent with propect theory, 但同时从期望的角度也符合传统金融学。

如果改成 50% probability of losing $30,000, 那么从期望的角度50%*6000-50%*30000=-12000,虽然和100%亏12000期望是一样的,但是prospect theory说的是在亏损的时候risk seeking, 讨厌确定的亏损,因此选择gamble比接受100%确定的亏损要好。

弓 · 2021年02月13日

唉,我还真体会了一下,如果把亏损的数字改太大了,让我选,还真未必去赌这一下子。

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NO.PZ2015111901000007 Expecteutility theory讲的啥,理论太多,都忘了。是不是说人不管是在赚钱的时候,还是亏钱的时候都必须是风险厌恶?也就是理性人假设? 而Prospetheory发现人在赚钱的时候是风险厌恶,在亏钱的时候则是风险喜好。原因是因为亏钱给人带来的负面效用更大,所以人们甘愿承担更大的亏损风险以挽回损失,这也就导致了holng the losers too long。是这样么? 另外,Prospetheory和损失厌恶是一回事么?所以损失厌恶是Prospetheory的一部分?

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NO.PZ2015111901000007 Unr prospetheory, investors prefer certain gain anuncertain loss, therefore, comparing accepting certain loss, they will accept gambling with uncertainty of loss. 

2021-02-20 19:46 1 · 回答

我觉得解析中对情景3的表述不是很准确,因为在题干中不确定的情况下gain和loss的probability都是50%,不存在low和high的probability的比较。这里应该体现的是人们在面对损失时,更看重gain多于loss实现的可能性(即overweight),所以会出现risk-seeking的心理。对吗?

2021-01-05 17:32 1 · 回答

这道题1和2的对比是不是说明行为金融里面普通人的做法也是正确的??

2020-12-02 23:17 2 · 回答

Most people rejea gamble with even chances to win anlose unless the possible win is least twithe size of the possible loss.这个在课上没有讲吧,是新考纲删除了相关内容么?

2019-11-03 20:32 1 · 回答