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Ariel👄 · 2022年10月16日

Develop interest rate view


Rowan Madison is a junior analyst at Cardinal Capital. Sage Winter, a senior portfolio manager and Madison’s supervisor, meets with Madison to discuss interest rates and review two bond positions in the firm’s fixed-income portfolio.

Winter begins the meeting by asking Madison to state her views on the term structure of interest rates. Madison responds:

“Yields are a reflection of expected spot rates and risk premiums. Investors demand risk premiums for holding long-term bonds, and these risk premiums increase with maturity.”

Winter tells Madison that, based on recent changes in spreads, she is concerned about a perceived increase in counterparty risk in the economy and its effect on the portfolio. Madison asks Winter:

“Which spread measure should we use to assess changes in counterparty risk in the economy?”

Winter is also worried about the effect of yield volatility on the portfolio. She asks Madison to identify the economic factors that affect short-term and long-term rate volatility. Madison responds:

“Short-term rate volatility is mostly linked to uncertainty regarding monetary policy, whereas long-term rate volatility is mostly linked to uncertainty regarding the real economy and inflation.”

Finally, Winter asks Madison to analyze the interest rate risk portfolio positions in a 5-year and a 20-year bond. Winter requests that the analysis be based on level, slope, and curvature as term structure factors. Madison presents her analysis in Exhibit 1.

Exhibit 1

Three-Factor Model of Term Structure

Time to Maturity (years)Factor520Level−0.4352%−0.5128%Steepness−0.0515%−0.3015%Curvature0.3963%0.5227%

Note: Entries indicate how yields would change for a one standard deviation increase in a factor.

Winter asks Madison to perform two analyses:

Analysis 1:Calculate the expected change in yield on the 20-year bond resulting from a two-standard-deviation increase in the steepness factor.Analysis 2:Calculate the expected change in yield on the five-year bond resulting from a one-standard-deviation decrease in the level factor and a one-standard-deviation decrease in the curvature factor.

Question

Q. Is Madison’s response regarding the factors that affect short-term and long-term rate volatility correct?

  1. Yes
  2. No, she is incorrect regarding factors linked to long-term rate volatility
  3. No, she is incorrect regarding factors linked to short-term rate volatility

Solution


Solution

A is correct. Madison’s response is correct; research indicates that short-term rate volatility is mostly linked to uncertainty regarding monetary policy, whereas long-term rate volatility is mostly linked to uncertainty regarding the real economy and inflation.


请问老师 这道题的答案是不是错了?题中M的说法和何老师的笔记以及原版书上都是反的,不知道理解的对吗?

1 个答案

pzqa015 · 2022年10月17日

嗨,从没放弃的小努力你好:


没错哈

利率和利率波动是两回事,二者的影响因素也不一样。

这道题是利率波动率影响因素,何老师讲的是利率的影响因素,这道题当成补充知识点记一下吧。

利率指的是利率趋势的变化,比如上涨或下跌。利率波动是一个标准差的概念,衡量一段时间内利率围绕均值的变化。

 

结论是

利率波动:短期受货币政策不确定性影响,长期受经济增长以及通货膨胀不确定性影响。

利率:短期利率取决于通货膨胀预期,长期利率取决于货币政策紧缩还是宽松,即对货币政策的预期。

短期货币政策变化频发,使得利率波动变大,但是,并不一定出现利率上涨或下跌的趋势。

比如,一周内,6M利率分别为:1.5%、1.45%、1.25%、1.4%、1.5%,一周内利率趋势没变化,但波动率为:0.0927%

一周内,6M利率分别为:1.5%、1.4%、1.5%、1.6%、1.65%,一周内利率趋势上涨,波动率为0.0871%

第一个例子利率波动大,但是利率趋势并未改变,第二个例子利率波动小,但利率出现上涨趋势。

所以,利率与利率变动是两个指标,这里的影响因素可以当结论记一下。

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虽然现在很辛苦,但努力过的感觉真的很好,加油!

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