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Bond Markets: Structures and Yield Calculations - Patrick J. Brown - Google книги
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- Progress in Evolutionary Computation: AI 93 and AI 94 Workshops on Evolutionary Computation Melbourne, Victoria, Australia, November 16, 1993 Armidale, NSW, Australia, November 21–22, 1994 Selected Papers.
- Current Yield?
- Information Security and Cryptology - ICISC 2003: 6th International Conference, Seoul, Korea, November 27-28, 2003. Revised Papers?
- Current Yield.
- Millets and Sorghum: Biology and Genetic Improvement.
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Simple Math Terms for Fixed-Coupon Corporate Bonds
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R54 Understanding Fixed-Income Risk and Return
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This is not the real hedge cost, but the hedge impact. Confused already? Investments in funds are always related to risk. Past performance is no guarantee of future results. Performances are calculated net of fees.
Investments in funds are subject to market fluctuation and risks inherent in investing in securities. The value of investments and the revenue they generate can increase or decrease and it is possible that investors will not recover their initial investment. On the same subject:.
For large yield changes, convexity can be added to provide a quadratic or second-order approximation. Alternatively, and often more usefully, convexity can be used to measure how the modified duration changes as yields change. Similar risk measures first and second order used in the options markets are the delta and gamma.
Modified duration and DV01 as measures of interest rate sensitivity are also useful because they can be applied to instruments and securities with varying or contingent cash flows, such as options. For bonds that have embedded options , such as putable and callable bonds, modified duration will not correctly approximate the price move for a change in yield to maturity. Consider a bond with an embedded put option. This bond's price sensitivity to interest rate changes is different from a non-puttable bond with otherwise identical cashflows.