A Contingent Claims Analysis of the Interest Rate Risk Characteristics of Corporate Liabilities

Sanjay K. Nawalkha
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引用次数: 22

Abstract

This paper provides a contingent claims analysis of the interest rate risk characteristics of corporate liabilities by identifying Merton's (1973) option pricing model with Vasicek's (1977) mean reverting term structure model. Only a non-zero positive range of duration values for the firms' assets is shown to be consistent with the previous empirical evidence on the interest rate sensitivity of corporate stocks and bonds. Chance's (1990) duration measure is shown to be biased downward under empirically realistic conditions. Theoretical conditions are derived under which the duration of a default-prone zero coupon bond can be either higher or lower than the duration of the corresponding default-free bond. The duration of the default-prone bond of a firm with high (low) interest rate sensitive assets is shown to be an increasing (decreasing) function of the bond's default-risk.
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公司负债利率风险特征的或有债权分析
本文通过识别Merton(1973)期权定价模型和Vasicek(1977)均值回归期限结构模型,对公司负债的利率风险特征进行了或有债权分析。只有企业资产的久期值的非零正范围被证明与之前关于公司股票和债券利率敏感性的经验证据一致。Chance’s(1990)的持续时间测量在经验现实条件下显示出向下偏倚。在理论条件下,有违约倾向的零息债券的期限可以高于或低于相应的无违约债券的期限。具有高(低)利率敏感资产的公司的违约倾向债券的持续时间显示为债券违约风险的增加(减少)函数。
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