Duration Analysis is a way financial professionals measure how sensitive investments (especially bonds) are to changes in interest rates. Think of it like a financial thermometer that helps predict how much an investment's value might change when interest rates go up or down. Investment managers and analysts use this to help make safer investment decisions and manage risk for their clients' portfolios. You might also see this referred to as "Interest Rate Risk Analysis" or "Bond Risk Assessment."
Conducted Duration Analysis for $500M fixed-income portfolio to optimize risk management
Applied Duration Analysis and Interest Rate Risk Analysis techniques to restructure bond portfolios
Led team implementing Duration Analysis strategies for institutional client investments
Typical job title: "Fixed Income Analysts"
Also try searching for:
Q: How would you explain Duration Analysis to a client who is concerned about rising interest rates?
Expected Answer: A senior analyst should be able to explain in simple terms how duration helps predict portfolio value changes, provide real examples, and suggest practical strategies to protect the portfolio.
Q: How do you incorporate Duration Analysis into portfolio management strategy?
Expected Answer: Should discuss practical application of duration measures in portfolio construction, risk management, and how it fits into broader investment strategies for different client types.
Q: What factors affect duration calculations?
Expected Answer: Should explain basic factors like maturity, coupon rates, and yield, and how they influence duration calculations in straightforward terms.
Q: How do you use Duration Analysis to compare different bonds?
Expected Answer: Should demonstrate understanding of how duration helps in comparing bonds with different characteristics and making investment recommendations.
Q: What is duration and why is it important?
Expected Answer: Should provide a basic explanation of duration as a risk measure and its importance in understanding how bond prices change with interest rates.
Q: What's the difference between modified and Macaulay duration?
Expected Answer: Should be able to explain these basic concepts in simple terms and their practical use in investment analysis.