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嗯 · 2023年08月24日

思路是否正确

NO.PZ2023041003000061

问题如下:

The best strategy to hedge your shares in Apoth would be to buy 6-month European put options to protect from a loss if the FDA rejects Apoth’s newpharmaceutical.

If Klein implemented Gupta’s recommendation using Option Z from Exhibit 2 and Apoth’s share price subsequently dropped to $36, Klein would most likely need to take the following action to maintain the same hedged position:

选项:

A.

Sell options because the put delta has become less negative.

B.

Sell options because the put delta has become more negative.

C.

Buy options because the put delta has become more negative.

解释:

The required number of put options = Number of shares of underlying to be hedged/[N(d1) -1], where N(d1) -1 is the estimateddelta used for hedging a position with put options (otherwise known as the put delta). As the share price drops to $36, the delta of a put positionwill decrease toward –1.0, requiring less put options than the original position.

利用np=-ns/delta(p) 在at the money时delta(p)最小,但两个符号使得值是正数,分母delta(p)的值变大,所以整体np的量变小,所以要卖出put option。老师我的这个思路对嘛

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已采纳答案

pzqa35 · 2023年08月28日

嗨,爱思考的PZer你好:


同学的思路是对的哈。本题考察的是利用看跌期权来hedge风险,看跌期权的delta取值范围是-1到0,当看跌期权越in-the-money时,delta就越向-1去靠近,利用公式np=-ns/delta(p),当股价下跌时,看跌期权delta p越向-1靠近时,需要的put option越少。

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虽然现在很辛苦,但努力过的感觉真的很好,加油!