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徐威廉 · 2021年07月26日

关于duration matching

NO.PZ2019103001000026

问题如下:

Mowery informs Compton that DFC has a single $500 million liability due in nine years, and she wants SD&R to construct a bond portfolio that earns a rate of return sufficient to pay off the obligation.

Compton provides the four US dollar–denominated bond portfolios in Exhibit 1 for consideration. Compton explains that the portfolios consist of non-callable, investment-grade corporate and government bonds of various maturities because zero-coupon bonds are unavailable.

Based on Exhibit 1, which of the portfolios will best immunize SD&R’s single liability?

选项:

A.

Portfolio 1

B.

Portfolio 2

C.

Portfolio 3

解释:

B is correct.

In the case of a single liability, immunization is achieved by matching the bond portfolio’s Macaulay duration with the horizon date. DFC has a single liability of $500 million due in nine years. Portfolio 2 has a Macaulay duration of 8.9, which is closer to 9 than that of either Portfolio 1 or 3. Therefore, Portfolio 2 will best immunize the portfolio against the liability.

该题我们有两个方法1.duration matching,看Mac Duration与liab 投资期9年是否一致; 2.当用Cash flow matching时,是不是就看asset端maturity与liab投资期是否一致就行?
1 个答案
已采纳答案

pzqa015 · 2021年07月27日

嗨,爱思考的PZer你好:


该题我们有两个方法1.duration matching,看Mac Duration与liab 投资期9年是否一致; 2.当用Cash flow matching时,是不是就看asset端maturity与liab投资期是否一致就行?

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同学你好,你说的第一个方法是正确的,duration matching就看portfolio的mac D与负债到期日(investment horizon)是否一致。但是第二个cash flow matching的方法,投资期一致只是其中的一个条件,除了投资期一致,我们要具体从后向前计算每一期的asset CF能否cover liab CF的,这个过程是很复杂的。

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就算太阳没有迎着我们而来,我们正在朝着它而去,加油!

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