Question

Assume that the hazard rate for a company is $\lambda$ and the recovery rate is $R$. The risk-free interest rate is $5 \%$ per annum. Default always occurs halfway through a year. The spread for a 5-year plain vanilla CDS where payments are made annually is 120 basis points and the spread for a 5 -year binary CDS where payments are made annually is 160 basis points. Estimate $R$ and $\lambda$.

   Assume that the hazard rate for a company is $\lambda$ and the recovery rate is $R$. The risk-free interest rate is $5 \%$ per annum. Default always occurs halfway through a year. The spread for a 5-year plain vanilla CDS where payments are made annually is 120 basis points and the spread for a 5 -year binary CDS where payments are made annually is 160 basis points. Estimate $R$ and $\lambda$.

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Options, Futures, and Other Derivatives

Options, Futures, and Other Derivatives

John C. Hull 10th Edition

Chapter 25, Problem 25

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- A credit default swap (CDS) is a financial derivative that provides insurance against the risk of a credit event such as default. The buyer of the CDS makes periodic payments to the seller, and in return, receives a payoff if the underlying credit entity Show more…

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Assume that the hazard rate for a company is $\lambda$ and the recovery rate is $R$. The risk-free interest rate is $5 \%$ per annum. Default always occurs halfway through a year. The spread for a 5-year plain vanilla CDS where payments are made annually is 120 basis points and the spread for a 5 -year binary CDS where payments are made annually is 160 basis points. Estimate $R$ and $\lambda$.

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