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基于混合定价模型的中国信用债券利差研究 被引量:4

The Research of China's Credit-risky Bond Spread based on Hybrid Pricing Model
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摘要 本文运用等价鞅理论建立了一个信用风险的混合定价模型,在该模型中,违约风险与公司资产负债表密切相关,具有结构模型的典型特征,同时引入刻画违约强度的损失大小、发生速度等变量,承继了简约模型的构建思想。本文也对影响债券信用利差的资本结构、信用等级的各种因素进行了数值模拟与实证分析。结果表明,模型能较好地拟合信用利差及其期限结构,对信用债券定价实践具有参考价值。 By applying equivalent martingale theory,the article builds a Hybrid Pricing Model of credit risk in which the default risk is close ly related to the firm's balance sheet.A typical of a structural model,the model keeps in accordance with the reduced model by introducing the size,speed of loss and other variables that depict default intensity.It conducts numerical simulation and empirical analysis of factors that affect bond credit spreads,such as capital structure and credit rating.The results show that the model can fit the term structure of credit spreads well and has a reference value for the pricing practices of credit-risky bonds.
作者 袁鲲 梁红漫
出处 《上海金融》 CSSCI 北大核心 2013年第8期92-95,118,共4页 Shanghai Finance
基金 国家社科基金项目<基于上市公司价值视角的外资参股效应研究>(11BJY138) 广东省哲学社科基金青年项目<中国证券市场指数效应的理论分析 实证检验及政策启示>(GD11YYJ06)的资助 广东财经大学国民经济研究中心资本市场与投融资研究创新团队的支持
关键词 信用债券 等价鞅 混合定价模型 信用利差 Credit-risky Bond Equivalent Martingale Hybrid Pricing Model Credit Spread
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  • 1梁世栋,郭脈,方兆本.可违约债券期限结构模型[J].系统工程理论方法应用,2005,14(2):166-170. 被引量:2
  • 2江乾坤.当前我国中小企业发行债券分析[J].技术经济,2007,26(2):64-66. 被引量:7
  • 3张金清,梁勇.流动性风险度量:最优出清策略下的La_RVaR模型[J].统计与决策,2007,23(13):40-42. 被引量:4
  • 4Heath D, Jarrow R, Morton A. Bond pricing and the term structure of interest rates: A new methodology for contingent claims valuation [ ] ]. Econometrica, 1992,60( 1 ) :77-105.
  • 5Chiarella C, Maina S C, Sklibosios C N. Credit deriv- atives pricing with stochastic volatility models [ J ]. International Journal of Theoretical and Applied Fi- nance, 2013,16 (4) : 1350019-1 - 1350019-28.
  • 6Jarrow R A, Turnbull S M. Pricing derivatives on fi- nancial securities subject to credit risk [ J ]. The Journal of Finance, 1995,50( 1 ) :53-85.
  • 7Duffle D, Singleton K J. Modeling term structures of defauhable bonds [ J ] . The Review of Financial Stud- ies, 1999,12 ( 4 ) :687-720.
  • 8Sehonbueher P J. Term structure modelling of default- able bonds [ J ]. Review of Derivatives Research, 1998,2 (2/3) : 161 - 192.
  • 9Maksymiuk R, Gatarek D. Applying HJM to credit risk [ J ]. Risk, 1999,12(5) :67-68.
  • 10Pugachevsky D. Generalising with HJM [ J ]. Risk, 1999,12(8) :103-105.

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