What is key rate duration and why is it better than effective duration for managing bond portfolios?
In my CFA Level II Fixed Income prep, I've encountered key rate duration as an alternative to effective duration. My understanding is that effective duration captures overall interest rate sensitivity, but key rate duration breaks it down by maturity. Can someone explain this with a practical example?
Key rate duration is one of the most practical risk measures for fixed-income portfolio managers, and it's heavily tested at CFA Level II. Here's the full picture.
Effective Duration: The Blunt Instrument
Effective duration tells you how much a bond's price changes for a parallel shift in the entire yield curve. For example, if a bond has an effective duration of 5.2, a 100bp parallel shift changes the price by approximately 5.2%.
But here's the problem: yield curves rarely shift in parallel. Short rates might rise while long rates fall (a flattening), or the belly might move independently.
Key Rate Duration: The Scalpel
Key rate duration decomposes interest rate sensitivity across specific maturities on the yield curve — typically 2Y, 5Y, 10Y, and 30Y. Each key rate duration tells you the bond's price sensitivity to a shift at that single point, holding all other rates constant.
Example:
Consider two bonds held by Glenridge Fixed Income Partners:
| Metric | Bond A (10Y Bullet) | Bond B (30Y Amortizing) |
|---|---|---|
| Effective Duration | 7.8 | 7.8 |
| KRD at 2Y | 0.1 | 1.9 |
| KRD at 5Y | 0.5 | 2.1 |
| KRD at 10Y | 7.0 | 1.6 |
| KRD at 30Y | 0.2 | 2.2 |
Both bonds have the same effective duration, but their risk profiles are completely different. Bond A is concentrated at the 10-year point, while Bond B has cash flows spread across the curve.
Why This Matters:
If you expect a curve flattening (short rates up, long rates down), Bond A would perform much better than Bond B, despite identical effective durations. A portfolio manager using only effective duration would see these as equivalent — a potentially costly mistake.
Practical Application:
Suppose you manage a liability-driven portfolio and your liabilities have key rate durations of KRD₂ = 1.0, KRD₁₀ = 4.5, KRD₃₀ = 3.0. You'd want to match assets to these specific key rate durations, not just match overall duration.
Exam Tip: When a CFA Level II vignette gives you key rate durations for two portfolios and asks about non-parallel yield curve shifts, calculate the price change at each maturity and sum them. Don't just use effective duration.
For more fixed-income practice, check our CFA Level II question bank.
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