Bond duration - Wikipedia, the free encyclopedia
In finance, the duration of a financial asset measures the sensitivity of the asset's price to interest rate movements. There are various definitions of duration and derived quantities, discussed be...
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For each of the two basic types of bonds the duration is the following: 1. Zero-Coupon Bond – Duration is equal to its time to maturity. 2. Vanilla Bond - Duration will always be less than its time to maturity.
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The bigger the duration number, the greater the interest-rate risk or reward for bond prices. ... Advanced Bond Concepts: Duration - Bonds with higher duration carry more risk, making this measure an important one for investors to calculate.
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Bond duration closed-form formula - Wikipedia, the free encyclopedia
Bond duration closed-form formula: Dur=\frac{C\frac{(1+ai)(1+i)^m-(1+i)-(m-1+a)i}{i^2(1+i)^{(m-1+a)}}+\frac{100(m-1+a)}{(1+i)^{(m-1+a)}}}{P} C = coupon payment per period (half-year) i = discount ra...
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Duration: The weighted average life of a bond; the weights are based on the present value of cash flows. The YTM is the discount rate used. ... Percentage change in the value of a bond approximately = Duration X Interest Rate Change...
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Yield-to-Maturity...
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Macaulay Duration The weighted-average term to maturity of the cash flows from a bond. The weight of each cash flow is determined by dividing the ... 10 Bond duration closed-form formula...
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76; BOND DURATION; A bond’s duration represents the weighted average time to full recovery of interest and principal payments. A bond with a maturity of five years; (assuming it has a coupon rate greater than zero) will have a Macaulay du-ration of less than five.
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Bond Duration (PDF File)
The calculation of Bond Duration brings all these factors together in one number, allowing us to have a measurement of a bond’s price sensitivity to changes in market interest rates. Derivation of Macaulay's Duration Factor;
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