
Answer-first summary for fast verification
Answer: There is no arbitrage opportunity as any apparent risk-free profit is necessarily compensation for being exposed to the credit risk of the issuer.
## Explanation This question involves identifying arbitrage opportunities in credit markets involving bonds and credit default swaps (CDS). **Key Concepts:** - **Bond Yield**: The return an investor receives from holding a bond - **CDS Spread**: The annual premium paid for credit protection, representing the cost of insuring against default - **Arbitrage**: Risk-free profit opportunity when equivalent assets are priced differently - **LIBOR**: London Interbank Offered Rate, a benchmark interest rate **Analysis of Options:** - **Options A, B, and C** suggest specific trading strategies with stated risk-free gains - **Option D** correctly identifies that apparent arbitrage opportunities in credit markets typically reflect compensation for credit risk rather than true risk-free profit **Correct Answer Rationale:** In credit markets, when a bond's yield appears higher than the CDS spread plus LIBOR, this difference usually represents: - Compensation for funding costs - Counterparty risk in CDS contracts - Liquidity risk premiums - Other market frictions True risk-free arbitrage is rare in efficient credit markets because any apparent profit opportunity is typically compensation for bearing some form of risk, particularly the credit risk of the issuer. The CDS-bond basis (difference between CDS spread and bond credit spread) can deviate from zero due to various market factors, but these deviations don't necessarily represent pure arbitrage opportunities. Therefore, **Option D** is correct because it recognizes that what appears to be arbitrage is actually compensation for being exposed to the credit risk of the issuer.
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Which strategy would exploit the arbitrage opportunity? How much would your return exceed LIBOR?
A
Buy the bond and the CDS with a risk-free gain of 1.9%.
B
Buy the bond and the CDS with a risk-free gain of 0.32%.
C
Short the bond and sell CDS protection with a risk-free gain of 4.97%.
D
There is no arbitrage opportunity as any apparent risk-free profit is necessarily compensation for being exposed to the credit risk of the issuer.
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