A Top-Down Approach to Multiname Credit

References

• Airault H., Föllmer H. Relative densities of semimartingales. Inventiones Math. (1974) 27:299–327Crossref, Google Scholar
• Andersen L., Sidenius J. CDO pricing with factor models: Survey and comments. J. Credit Risk (2005) 1(3):71–88Crossref, Google Scholar
• Arnsdorf M., Halperin I. BSLP: Markovian bivariate spread-loss model for portfolio credit derivatives. J. Comput. Finance (2008) 12:77–100Crossref, Google Scholar
• Brigo D., Pallavicini A., Torresetti R. Calibration of CDO tranches with the dynamical generalized-Poisson loss model. Risk (2007) 20(June, 5):70–75Google Scholar
• Chen Z., Glasserman P. Sensitivity estimates for portfolio credit derivatives using Monte Carlo. Finance and Stochastics (2008) 12:507–540Crossref, Google Scholar
• Collin-Dufresne P., Goldstein R., Hugonnier J. A general formula for the valuation of defaultable securities. Econometrica (2004) 72:1377–1407Crossref, Google Scholar
• Cont R., Kan Y. H. Dynamic hedging of portfolio credit derivatives. (2009) . Working paper, Columbia University, New YorkGoogle Scholar
• Cont R., Minca A. Extracting portfolio default rates from CDO spreads. (2008) . Working paper, Columbia University, New YorkGoogle Scholar
• Daley D., Vere-Jones D.An Introduction to the Theory of Point Processes (2008) 2(Springer-Verlag, New York) Crossref, Google Scholar
• Das S., Duffie D., Kapadia N., Saita L. Common failings: How corporate defaults are correlated. J. Finance (2007) 62:93–117Crossref, Google Scholar
• Davis M., Lo V., Alexander C. Modeling default correlation in bond portfolios. Mastering Risk Volume 2: Applications (2001) (Prentice Hall, Englewood Cliffs, NJ) 141–151Google Scholar
• Dellacherie C., Meyer P.-A.Probabilities and Potential (1982) (North Holland, Amsterdam) Google Scholar
• Ding X., Giesecke K., Tomecek P. Time-changed birth processes and multiname credit derivatives. Oper. Res. (2009) 57(4):990–1005Link, Google Scholar
• Duffie D., Garleanu N. Risk and valuation of collateralized debt obligations. Financial Analysts J. (2001) 57(1):41–59Crossref, Google Scholar
• Duffie D., Pan J., Singleton K. Transform analysis and asset pricing for affine jump-diffusions. Econometrica (2000) 68:1343–1376Crossref, Google Scholar
• Duffie D., Schroder M., Skiadas C. Recursive valuation of defaultable securities and the timing of resolution of uncertainty. Ann. Appl. Probab. (1996) 6:1075–1090Crossref, Google Scholar
• Eckner A. Computational techniques for basic affine models of portfolio credit risk. J. Comput. Finance (2009) 15:63–97Crossref, Google Scholar
• Elliott R., Jeanblanc M., Yor M. On models of default risk. Math. Finance (2000) 10(2):179–195Crossref, Google Scholar
• Errais E., Giesecke K., Goldberg L. Affine point processes and portfolio credit risk. SIAM J. Financial Math. (2010) 1:642–665Crossref, Google Scholar
• Giesecke K. Default and information. J. Econom. Dynam. Control (2006) 30(11):2281–2303Crossref, Google Scholar
• Giesecke K., Zhu S. The correlation-neutral measure for portfolio credit. (2007) . Working paper, Stanford University, Stanford, CAGoogle Scholar
• Halperin I., Tomecek P. Climbing down from the top: Single name dynamics in top-down credit models. (2008) . Working paper, JP Morgan, New YorkGoogle Scholar
• Jacod J. Multivariate point processes: Predictable projection, radon-nikodym derivatives, representation of martingales. Zeitschrift für Wahrscheinlichkeitstheorie und verwandte Gebiete (1975) 31:235–253Crossref, Google Scholar
• Jarrow R. A., Yu F. Counterparty risk and the pricing of defaultable securities. J. Finance (2001) 56(5):555–576Crossref, Google Scholar
• Kou S., Peng X. Default clustering and valuation of collateralized debt obligations. (2009) . Working paper, Columbia University, New YorkGoogle Scholar
• Lando D. On Cox processes and credit risky securities. Rev. Derivatives Res. (1998) 2(2–3):99–120Crossref, Google Scholar
• Leippold M., Wu L. Asset pricing under the quadratic class. J. Financial Quant. Anal. (2002) 37:271–295Crossref, Google Scholar
• Li D. X. On default correlation: A copula function approach. J. Fixed Income (2000) 9:43–54Crossref, Google Scholar
• Longstaff F., Rajan A. An empirical analysis of collateralized debt obligations. J. Finance (2008) 63(2):529–563Crossref, Google Scholar
• Lopatin A. A simple dynamic model for pricing and hedging heterogeneous CDOs. (2008) . Working paper, Numerix, Warrenville, ILGoogle Scholar
• Lopatin A., Misirpashaev T. Two-dimensional Markovian model for dynamics of aggregate credit loss. Adv. Econometrics (2008) 22:243–274Crossref, Google Scholar
• Mortensen A. Semi-analytical valuation of basket credit derivatives in intensity-based models. J. Derivatives (2006) 13:8–26Crossref, Google Scholar
• Papageorgiou E., Sircar R. Multiscale intensity models and name grouping for valuation of multi-name credit derivatives. Appl. Math. Finance (2007) 15(1):73–105Crossref, Google Scholar
• Protter P.Stochastic Integration and Differential Equations (2004) (Springer-Verlag, New York) Google Scholar
• Tavella D., Krekel M. Pricing nth-to-default credit derivatives in the PDE framework. (2006) . Working paper, Octanti Associates, San FranciscoGoogle Scholar
• Zhou R. A multi-portfolio model for bespoke CDO pricing. (2009) . Working paper, Depository Trust & Clearing CorporationGoogle Scholar