Pricing Credit Default Swaps with the Intersection of Bilateral Counterparty, Reference and Market Risks

碩士 === 國立高雄第一科技大學 === 財務管理所 === 93 === In this paper, we extend the model setup of Jarrow and Yu (2001), Jarrow and Turnbull (2000), Kusuoka (1999) to derive the credit default swaps with the intersection of bilateral counterparties, reference and market risks. We first derive the pricing formulas f...

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Main Authors: Yan-Ling Chen, 陳彥伶
Other Authors: Chou-Wen Wang
Format: Others
Language:zh-TW
Published: 2005
Online Access:http://ndltd.ncl.edu.tw/handle/68940254935959203672
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spelling ndltd-TW-093NKIT53050022016-06-06T04:11:04Z http://ndltd.ncl.edu.tw/handle/68940254935959203672 Pricing Credit Default Swaps with the Intersection of Bilateral Counterparty, Reference and Market Risks 信用違約交換之評價-考慮雙方交易對手違約風險、標的資產違約風險與市場風險之交互影響 Yan-Ling Chen 陳彥伶 碩士 國立高雄第一科技大學 財務管理所 93 In this paper, we extend the model setup of Jarrow and Yu (2001), Jarrow and Turnbull (2000), Kusuoka (1999) to derive the credit default swaps with the intersection of bilateral counterparties, reference and market risks. We first derive the pricing formulas for zero coupon bonds of reference entity, protection buyers, and protection sellers respectively. We also derive the suitable swap rate of credit default swap. From the section of numerical analyses, we compare our models with the model of Jarrow and Yu (2001) and find that (1) the assumption of “idealized default swap” underprices the swap rates of the credit default swaps. (2) the swap rates are underestimated without considering the default risk of protection buyer. Furthermore, we also demonstrate that the swap rates are underestimated without considering the default correlation between protection buyer (seller) and reference obligation. Meanwhile, without the consideration of the intersection of market and credit risks, the swap rates maybe be overpriced or underpriced. Chou-Wen Wang 王昭文 2005 學位論文 ; thesis 43 zh-TW
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description 碩士 === 國立高雄第一科技大學 === 財務管理所 === 93 === In this paper, we extend the model setup of Jarrow and Yu (2001), Jarrow and Turnbull (2000), Kusuoka (1999) to derive the credit default swaps with the intersection of bilateral counterparties, reference and market risks. We first derive the pricing formulas for zero coupon bonds of reference entity, protection buyers, and protection sellers respectively. We also derive the suitable swap rate of credit default swap. From the section of numerical analyses, we compare our models with the model of Jarrow and Yu (2001) and find that (1) the assumption of “idealized default swap” underprices the swap rates of the credit default swaps. (2) the swap rates are underestimated without considering the default risk of protection buyer. Furthermore, we also demonstrate that the swap rates are underestimated without considering the default correlation between protection buyer (seller) and reference obligation. Meanwhile, without the consideration of the intersection of market and credit risks, the swap rates maybe be overpriced or underpriced.
author2 Chou-Wen Wang
author_facet Chou-Wen Wang
Yan-Ling Chen
陳彥伶
author Yan-Ling Chen
陳彥伶
spellingShingle Yan-Ling Chen
陳彥伶
Pricing Credit Default Swaps with the Intersection of Bilateral Counterparty, Reference and Market Risks
author_sort Yan-Ling Chen
title Pricing Credit Default Swaps with the Intersection of Bilateral Counterparty, Reference and Market Risks
title_short Pricing Credit Default Swaps with the Intersection of Bilateral Counterparty, Reference and Market Risks
title_full Pricing Credit Default Swaps with the Intersection of Bilateral Counterparty, Reference and Market Risks
title_fullStr Pricing Credit Default Swaps with the Intersection of Bilateral Counterparty, Reference and Market Risks
title_full_unstemmed Pricing Credit Default Swaps with the Intersection of Bilateral Counterparty, Reference and Market Risks
title_sort pricing credit default swaps with the intersection of bilateral counterparty, reference and market risks
publishDate 2005
url http://ndltd.ncl.edu.tw/handle/68940254935959203672
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