The CDS‐Bond Basis Arbitrage and the Cross Section of Corporate Bond Returns

AuthorWeina Zhang,Haitao Li,Gi H. Kim
Published date01 August 2017
Date01 August 2017
DOIhttp://doi.org/10.1002/fut.21845
The CDS-Bond Basis Arbitrage and the
Cross Section of Corporate Bond Returns
Gi H. Kim ,* Haitao Li, and Weina Zhang
We provide a comprehensive empirical analysis on the implication of CDS-Bond basis
arbitrage for the pricing of corporate bonds. Basis arbitrageurs introduce new risks such as
funding liquidity and counterparty risk into the corporate bond market, which was dominated
by passive investors before the existence of credit default swap (CDS). We show that a basis
factor, constructed as the return differential between LOW and HIGH quintile basis
portfolios, is a superior empirical proxy that captures the new risks. In the cross section of
investment grade bond returns, the basis factor carries an annual risk premium of about 3% in
normal periods. © 2017 Wiley Periodicals, Inc. Jrl Fut Mark 37:836861, 2017
1. INTRODUCTION
The credit derivatives markets have experienced tremendous growth during the past decade.
According to the Bank for International Settlements (BIS, 2010), the notional value of
outstanding credit derivatives by the end of 2007 was 58 trillion dollars, more than six times
that of the corporate bond market as shown in Figure 1. Credit derivatives have
fundamentally changed market practices in the investment, trading, and management of
credit risk. Traditionally, institutional investors, such as pension funds and insurance
companies, typically adopt a buy-and-hold strategy in their investments in cash corporate
bonds. Nowadays, speculators, such as hedge funds and proprietary trading desks of
investment banks, can easily long and short the credit risk of individual companies or
portfolios of companies using credit derivatives.
1
Gi H. Kim is from Warwick Business School, University of Warwick, Coventry, United Kingdom. Haitao Li is
from Cheung Kong Graduate School of Business, Beijing, China. Weina Zhang is from NUS Business School,
National University of Singapore, Singapore. The authors would like to thank Yakov Amihud, Warren Bailey,
Tarun Chordia, Bing Han, Robert Jarrow, Paul H. Kupiec, Thomas Noe, Jun Pan, Jayendu Shantilal Patel,
Neil Pearson, Marti G. Subrahmanyam, Stuart Turbnull, Jason Wei, Feng Zhao, and participants at the 2010
McGill Risk Management Conference, the FDIC-Cornell-University of Houston Derivative Securities and
Risk Management Conference, the 2010 China International Conference in Finance, the Junior Workshop at
Fourth Singapore International Conference in Finance 2010, and the 12th Conference of Asia-Pacic
Association of Derivatives for their helpful comments and suggestions. Zhang acknowledges a research grant
from Ministry of Education of Singapores Academic Research Fund with grant number R315000074112/
133. All remaining errors are ours.
JEL Classication: G10, G12
*Correspondence author, Warwick Business School, University of Warwick, Coventry CV4 7AL, United Kingdom.
Tel: þ44 (0)24 7652 3849, Fax: þ44 (0)24 7652 3779, e-mail: gi.kim@wbs.ac.uk
Received December 2016; Accepted December 2016
1
See Rajan, McDermott, and Roy (2007) and DArcy, McNichols, and Zhao (2009) for a review of the credit
derivatives markets.
The Journal of Futures Markets, Vol. 37, No. 8, 836861 (2017)
© 2017 Wiley Periodicals, Inc.
Published online 23 February 2017 in Wiley Online Library (wileyonlinelibrary.com).
DOI: 10.1002/fut.21845
The single-name credit default swap (CDS) is the most liquid and popular product and
accounts for more than two thirds of all outstanding credit derivatives. Since its rst
appearance in late 1990s, CDS has been widely used to arbitragethe mispricing of the
credit risk of the same company in the cash and derivatives markets through the so-called
CDS-Bond basis trade. The CDS-Bond basis (the basis hereafter) is dened as the difference
between the CDS spread of a reference rm and the spread of the rms cash corporate bond
with similar maturity. Many studies have shown that CDS and bond spread should follow a
co-integrated process since they measure the credit risk of the same company.
2
Investors can
easily arbitrage away non-zero basis if the two markets are expected to converge in the future.
When the basis is negative (positive), one can long (short) the underlying corporate bond and
buy (sell) CDS to bet on the narrowing of the basis. Since it is generally more difcult to short
corporate bonds, the negative basis trade has been more popular in practice.
Unlike standard textbook arbitrage, arbitrage in practice is always risky. Arbitrageurs in
the basis trade face a wide variety of risks. First, non-zero basis could be due to contractual
differences between cash bond and CDS and does not necessarily represent pure arbitrage
prots. Second, due to the well-known limits-to-arbitrage constraints of Shleifer and Vishny
(1997), arbitrageurs could lose money even in potentially protable trades. For example,
levered arbitrageurs in the basis trade could face funding liquidity risk. Arbitrageurs could
also face counterparty risk, mostly from sellers of CDS contracts, liquidity risks in both bond
and CDS markets, as well as deleveraging risks from other levered players. Therefore, in
practice, the basis trade is never a pure arbitrage, but a risky investment with its own risks and
rewards.
The huge losses in the basis trade suffered by Deutsche Bank, Merrill Lynch, Citadel,
and others during the 20072008 nancial crisis highlight the risks involved in this trade.
The equal- and value-weighted index of the basis for investment grade bonds in Figure 2
exhibit wild uctuations during extreme market turmoil in 2007 and 2008. The widening of
the negative basis was further accelerated by the unwinding of levered arbitrageurs due to
heightened uncertainty and their funding constraints, creating signicant disruptions in the
FIGURE 1
The Size of CDS and Corporate Bond Market
This gure displays the time trend of the outstanding notional amount of the credit default swap (CDS)
and Corporate Bond market from December 2004 to June 2009 from Bank of International Settlement.
The three data series represent the amount of the CDS contracts, the single-name CDS contracts, and
the corporate bonds, respectively. [Color gure can be viewed at wileyonlinelibrary.com]
2
Hull, Predescu, and White (2004), Norden and Weber (2004), Blanco et al. (2005), and Alexopoulou et al. (2009)
among others have examined the parity relation between CDS and corporate bond spread.
Cross Section of Corporate Bond Returns 837

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