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Pricing inflation-indexed derivatives with default risk

机译:对具有违约风险的通胀指数衍生品定价

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Inflation-indexed derivatives with default risk are modeled using the jump-diffusion processes in the Heath-Jarrow-Morton's (HJM) [(1992). "Bond Pricing and the Term Structure of Interest Rates: A New Methodology for Contingent Claim Valuation." Econometrica 60: 77-105] framework. A four-factor HJM model is proposed by incorporating an exogenous intensity function into a foreign currency analogy under the three-factor HJM model proposed by Jarrow and Yildirim [(2003). "Pricing Treasury Inflation Protected Securities and Related Derivatives Using a HJM Model." Journal of Financial and Quantitative Analysis 38: 337-358]. The proposed model improves the valuation accuracy of zero-coupon inflation-indexed swaps (IIS) through calibrating the model to swap market data. In addition, the valuation formulas of year-on-year IIS and caps with default risk are derived.
机译:使用Heath-Jarrow-Morton's(HJM)[(1992)中的跳跃扩散过程对具有默认风险的通胀指数衍生工具进行建模。 “债券定价和利率期限结构:或有债权估值的新方法。” Econometrica 60:77-105]框架。在Jarrow和Yildirim [(2003)提出的三因素HJM模型下,通过将外生强度函数并入外币类比中,提出了四因素HJM模型。 “使用HJM模型为国库通货膨胀保护的证券及相关衍生产品定价。”金融与定量分析杂志38:337-358]。所提出的模型通过校准模型以交换市场数据来提高零息通货膨胀指数掉期(IIS)的估值准确性。此外,还推导出了按年计算的IIS的估值公式和具有默认风险的上限。

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