2009
DOI: 10.1017/s0022109009090061
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The Determinants of Credit Default Swap Premia

Abstract: Variables that in theory determine credit spreads have limited explanatory power in existing empirical work on corporate bond data. We investigate the linear relationship between theoretical determinants of default risk and default swap spreads. We find that estimated coefficients for a minimal set of theoretical determinants of default risk are consistent with theory and are significant statistically and economically. Volatility and leverage have substantial explanatory power in univariate and multivariate re… Show more

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Cited by 537 publications
(248 citation statements)
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“…17 In other words, our results suggest that reference entities with lower credit ratings such as those in KOR and HKG exhibit greater explanatory power than those in other markets. Although this observation diverges from the results of Avramov, Jostova and Philipov (2007) and Ericsson et al (2009), it is in line with those of Huang and Huang (2003) and Galil et al (2014). As shown in Figure 2, regressions employing CDS spread levels as the dependent variable (Model 1) produce a set of relatively high adjusted R 2 values that range from 0.681 to 0.798, whereas those using CDS spread changes as the dependent variable (Model 2) generate relatively lower adjusted R 2 values that range from 0.056 to 0.428.…”
contrasting
confidence: 93%
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“…17 In other words, our results suggest that reference entities with lower credit ratings such as those in KOR and HKG exhibit greater explanatory power than those in other markets. Although this observation diverges from the results of Avramov, Jostova and Philipov (2007) and Ericsson et al (2009), it is in line with those of Huang and Huang (2003) and Galil et al (2014). As shown in Figure 2, regressions employing CDS spread levels as the dependent variable (Model 1) produce a set of relatively high adjusted R 2 values that range from 0.681 to 0.798, whereas those using CDS spread changes as the dependent variable (Model 2) generate relatively lower adjusted R 2 values that range from 0.056 to 0.428.…”
contrasting
confidence: 93%
“…18 However, according to the redundant fixed-effects test F-statistics, 19 although Model 2 17 See, for example, ∆ROE, which has the largest difference (0.428 -0.056) = 0.372. 18 As further support for our claim, the models estimated by Galil et al (2014) and Ericsson et al (2009) using US CDS data yield only an explanatory power of 16.23% and 23%, respectively. 19 The summary of redundant fixed effects test F-statistics is available upon request.…”
supporting
confidence: 67%
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“…Typically, portfolio loss distributions are based on the correlating influence from such observable market-wide factors. A number of potentially observable factors from macroeconomic fundamentals have been proposed to analyze correlated defaults (Collin-Dufresne et al 2001;Benkert 2004;Ericsson et al 2009). The third research stream, however, extracts some latent/unobservable factors mainly from the principal components analysis (PCA) method to avoid a possible downward bias from estimating tail loss (Duffie et al 2009;Cesare and Guazzarotti 2010;Anderson 2008).…”
Section: Introductionmentioning
confidence: 99%