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Determinants of Asset Backed Security Prices in Crisis Periods William Perraudin & Shi Wu Comments by: Stephen Schaefer London Business School Conference on: Liquidity: Pricing and Risk Management Bank of England, June 23-24, 2008
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Liquidity: Pricing and Risk Management: Imperial College - Bank of England2 Models of Credit Pricing Credit pricing models currently unsuccessful in explaining level of spreads (structural models) intensity models simply calibrate to market spreads Wide dispersion in prices / spreads even within rating: relative to dispersion explained by models but … data quality often poor This paper asks: what explains deviations of spreads / prices from the rating category average?
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Liquidity: Pricing and Risk Management: Imperial College - Bank of England3 What does the paper do? Large sample of prices on Home Equity Loan (HEL) and Manufactured Housing Loan (MHL) ABS Fits average credit spread curves by credit rating category Attempts to explain deviations from average pricing
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Liquidity: Pricing and Risk Management: Imperial College - Bank of England4 Dispersion in Credit Pricing Studies of corporate debt (e.g., Collin-Dufresne, Goldstein & Martin, 2001) have also found high level of unexplained variation in prices Understanding the nature and source of this variation is an interesting and important question
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Liquidity: Pricing and Risk Management: Imperial College - Bank of England5 Methodology Uses transition matrix approach to fit time- homogeneous, rating-specific credit spread term structures to large sample of prices HEL and MHL Asks whether deviations from average pricing by credit category can be explained in terms of proxies for: risk premia liquidity deviation between market and rating agency assessment of collateral quality (“disagreement”)
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Liquidity: Pricing and Risk Management: Imperial College - Bank of England6 1. Rating Transition Model Approach (as in Jarrow, Lando & Turnbull, 1997) employs risk-neutral transition matrix Presented as “interpolation technique” however model makes behavioural assumptions: based on no-arbitrage condition … but this implies pricing errors that are zero or, realistically, small while in crisis period they are substantial Minimising squared price errors sacrifices fit in spread at short maturities for fit at long maturities
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Liquidity: Pricing and Risk Management: Imperial College - Bank of England7 2. Default Risk for Given Rating May Change over Time Source: Moody’s KMV – “Credit Risk matters”, Fall 2007 Equal estimated default probability for “A” in 2001 and “B” in 2007.. Assumption of time-homogeneous transition matrix but evidence that default probability for given credit rating category declined substantially after 2001 recession
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Liquidity: Pricing and Risk Management: Imperial College - Bank of England8 3. Modelling Prices Using of Spreads Spreads (e.g., to Treasury curve) useful descriptive tool but may be difficult to use in pricing models because: interest rate risk and credit risk are fundamentally linked (negative correlation between credit spreads and Treasury rates – “low duration” puzzle) convenience yield in Treasury rates – particularly in crisis periods – means not clear which rate should be used as proxy for riskless
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Liquidity: Pricing and Risk Management: Imperial College - Bank of England9 4. What is the appropriate riskless benchmark for measuring spreads? Paper uses Treasury rate but potential problem of (time-varying) convenience yield on Treasuries “Decomposing Swap Spreads”, Feldhütter & Lando (J. Fin. Economics, forthcoming) August 2006 – December 2007 June 07
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Liquidity: Pricing and Risk Management: Imperial College - Bank of England10 Results – what explains the residuals? Risk premia limited significance of Fama-French SMB & HML factors perhaps noisy beta estimates; 30 day moving window regression estimates “Disagreement” between market and rating agency sub-rating category dummies significant suggests sub-ratings are significant but not clear why “disagreement” Liquidity appears that issue size is significant
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Liquidity: Pricing and Risk Management: Imperial College - Bank of England11 Noise in Returns on Individual Corporate Bonds and on Portfolios For individual bonds, Collin-Dufresne et. al. (2001) find that return on individual firm equity explains relatively little of changes in corporate credit spreads.. But, at a portfolio level, for BBB and below, equity is much more significant – implies that much of the unexplained variation at the individual asset level was diversifiable or, noise. Residual Variance as Percentage of Unhedged Variance
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Liquidity: Pricing and Risk Management: Imperial College - Bank of England12 Summary – Pricing in the Crisis Currently difficult to understand either level or cross- sectional variability in credit spreads in crisis. High level of some spreads is particularly difficult to understand may be less to do with detailed characteristics of instrument .. and more to do with fact that many of the holders (e.g., hedge funds) were leveraged and their need to undertake forced sales as a result of falls in collateral values.
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