Dynamic hedging of portfolio credit derivatives

Abstract : We compare the performance of various hedging strategies for index collateralized debt obligation (CDO) tranches across a variety of models and hedging methods during the recent credit crisis. Our empirical analysis shows evidence for market incompleteness: a large proportion of risk in the CDO tranches appears to be unhedgeable. We also show that, unlike what is commonly assumed, dynamic models do not necessarily perform better than static models, nor do high-dimensional bottom-up models perform better than simpler top-down models. When it comes to hedging, top-down and regression-based hedging with the index provide significantly better results during the credit crisis than bottom-up hedging with single-name credit default swap (CDS) contracts. Our empirical study also reveals that while significantly large moves—“jumps”—do occur in CDS, index, and tranche spreads, these jumps do not necessarily occur on the default dates of index constituents, an observation which shows the insufficiency of some recently proposed portfolio credit risk models.
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Article dans une revue
SIAM Journal on Financial Mathematics, SIAM, 2011, 2 (1), pp.112-140. <10.1137/090750937>
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Rama Cont, Yu Hang Kan. Dynamic hedging of portfolio credit derivatives. SIAM Journal on Financial Mathematics, SIAM, 2011, 2 (1), pp.112-140. <10.1137/090750937>. <hal-00578008>

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