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A Bond Pricing Model with Credit Migration Risk:Different Upgrade and Downgrade Thresholds 被引量:1
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作者 Jin LIANG Yang LIN 《Acta Mathematicae Applicatae Sinica》 SCIE CSCD 2023年第3期765-777,共13页
In this paper, a new corporate bond pricing model with credit migration risk is proposed. This model sets different thresholds for the rising or falling of credit ratings, which forms a buffer zone that could reduce t... In this paper, a new corporate bond pricing model with credit migration risk is proposed. This model sets different thresholds for the rising or falling of credit ratings, which forms a buffer zone that could reduce the frequency of credit rating changes. Mathematically, this model is a system of partial differential equations with overlapping area. The existence, uniqueness, regularity and asymptotic behavior of the solution are obtained. Furthermore, a numerical scheme and its stability, convergence and accuracy are discussed in detail. Calibration and analysis of the parameters are also suggested. 展开更多
关键词 credit migration risk corporate bond pricing structural model buffer zone monotonic iteration calibration
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The valuation of multi-counterparties CDS with credit rating migration
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作者 LI Wen-yi GUO Hua-ying +1 位作者 LIANG Jin Anis Ben Brahim 《Applied Mathematics(A Journal of Chinese Universities)》 SCIE CSCD 2020年第4期379-391,共13页
In this paper,the pricing of a Credit Default Swap(CDS)contract with multiple counterparties is considered.The pricing model takes into account the credit rating migration risk of the reference.It is a new model estab... In this paper,the pricing of a Credit Default Swap(CDS)contract with multiple counterparties is considered.The pricing model takes into account the credit rating migration risk of the reference.It is a new model established under the reduced form framework,where the intensity rates are assumed to have structural styles.We derive from it a non-linear partial differential equation system where both positive and negative correlations of counterparties and the references are considered via a single factor model.Then,an ADI(Alternating Direction Implicit)difference method is used to solve the partial differential equations by iteration.From the numerical results,the comparison of multi-counterparty CDS contract and the standard one are analyzed respectively.Moreover,the impact of default parameters on value of the contracts are discussed. 展开更多
关键词 CDS credit rating migration risk multi-counterparties reduced form structure style
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Utility indifference valuation of corporate bond with rating migration risk 被引量:3
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作者 Jin LIANG Xudan ZHANG Yuejuan ZHAO 《Frontiers of Mathematics in China》 SCIE CSCD 2015年第6期1389-1400,共12页
A pricing model for a corporate bond with rating migration risk is established in this article. With the technology of utility-indifference valuation under the Markov-modulated framework, we analyze the price of a mul... A pricing model for a corporate bond with rating migration risk is established in this article. With the technology of utility-indifference valuation under the Markov-modulated framework, we analyze the price of a multi-rating bond and obtain closed formulae in a three-rating case. Based on the pricing formulae, the impacts of the parameters on the indifference price are analyzed and some reasonable financial explanations are provided as well. 展开更多
关键词 Utility indifference price credit rating migration HJB equation Markov-modulated
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