From the course: Fixed Income Fundamentals
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Macaulay duration: Summary
From the course: Fixed Income Fundamentals
Macaulay duration: Summary
- [Instructor] A quick recap on Macaulay duration. Four things that are important to remember. Macaulay duration of a coupon bond will always be less than the maturity of a bond. As there is an inverse relationship between coupon and Macaulay duration, a zero-coupon bond will have a Macaulay duration equal to the maturity of that bond. There's also a positive relationship between maturity and Macaulay duration. A longer maturity bond will have a longer Macaulay duration than the same coupon, but shorter maturity bond. And lastly, yields in Macaulay duration have an inverse relationship because an increase in yield means that the cash flows further out are worth less or more discounted. So Macaulay duration would be shorter.
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Contents
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Duration definition2m 51s
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Duration with zero-coupon bonds1m 12s
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Macaulay duration: Definition1m 27s
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Macaulay duration: Calculation2m 37s
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Macaulay duration: Excel demonstration2m 42s
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Macaulay duration: Summary47s
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Modified duration1m 17s
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Dollar duration2m 46s
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Other measures of yield sensitivity1m 22s
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PVBP: Refinitiv example31s
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How to use yield sensitivity59s
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Convexity2m 16s
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Convexity: Excel demonstration2m 1s
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The effect of convexity on bond price3m 49s
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Price change: Excel demonstration2m 13s
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Key points about convexity1m 58s
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Key points about convexity on Refinitiv1m 16s
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Bond summary exercise12m 9s
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