An Integrated Model for Hybrid Securities

Published Online:https://doi.org/10.1287/mnsc.1070.0702

References

  • Acharya V., Das S. R., Sundaram R. A discrete-time approach to no-arbitrage pricing of credit derivatives with rating transitions. Financial Analysts J. (2002) 58(3):28–44CrossrefGoogle Scholar
  • Altman E., Brady B., Resti A., Sironi A. The link between default and recovery rates: Implications for credit risk models and procyclicality. (2002) . Working paper, New York University, New YorkGoogle Scholar
  • Amin K., Bodurtha J. Discrete time valuation of American options with stochastic interest rates. Rev. Financial Stud. (1995) 8:193–234CrossrefGoogle Scholar
  • Bandreddi S., Das S., Fan R. Correlated default modeling with a forest of binomial trees. (2005) . Working paper, Santa Clara University, Santa Clara, CAGoogle Scholar
  • Berndt A., Douglas R., Duffie D., Ferguson M., Schranz D. Measuring default-risk premia from default swap rates and EDFs. (2005) . Working paper, Graduate School of Business, Stanford University, Stanford, CAGoogle Scholar
  • Black F., Cox J. Valuing corporate securities: Some effects of bond indenture provisions. J. Finance (1976) 31(2):351–367CrossrefGoogle Scholar
  • Black F., Scholes M. The pricing of options and corporate liabilities. J. Political Econom. (1973) 81(3):637–654CrossrefGoogle Scholar
  • Brenner M., Courtadon G., Subrahmanyam M. The valuation of stock index options. (1987) . Working Paper 414, New York University, Salomon Center, New YorkGoogle Scholar
  • Buchan J. The pricing of convertible bonds with stochastic term structures and corporate default risk. (1998) . Working paper, Dartmouth College, Amos Tuck School of Business Administration, Hanover, NHGoogle Scholar
  • Campi L., Polbennikov S., Sbuelz A. Assessing credit with equity: A CEV model with jump-to-default. (2005) . Working paper, Department of Economics, SAFE Center, University of Verona, Verona, ItalyGoogle Scholar
  • Carayannopoulos P., Kalimipalli M. Convertible bonds and pricing biases. J. Fixed Income (2003) 13(3):64–73CrossrefGoogle Scholar
  • Carr P., Linetsky V. A jump to default extended CEV model: An application of bessel processes. (2006) . Working paper, New York University and Northwestern University, New York and Chicago, ILGoogle Scholar
  • Carr P., Wu L. Stock options and credit default swaps: A joint framework for valuation and estimation. (2005) . Working paper, Baruch College, New YorkGoogle Scholar
  • Christie A. The stochastic behavior of common stock variances. J. Financial Econom. (1982) 10:407–432CrossrefGoogle Scholar
  • Cox J., Ross S., Rubinstein M. Option pricing: A simplified approach. J. Financial Econom. (1979) 7:229–263CrossrefGoogle Scholar
  • Das S., Sundaram R. A discrete-time approach to arbitrage-free pricing of credit derivatives. Management Sci. (2000) 46(1):46–62Working paper, Tokyo-Mitsubishi Intl., Plc, LondonLinkGoogle Scholar
  • Davydov D., Linetsky V. Options under CEV processes. Management Sci. (2001) 47(7):949–965LinkGoogle Scholar
  • Duffie D. Credit swap valuation. Financial Analysts J. (1999) 55(1):73–87CrossrefGoogle Scholar
  • Duffie D., Singleton K. Modeling term structures of defaultable bonds. Rev. Financial Stud. (1999) 12:687–720CrossrefGoogle Scholar
  • Duffie D., Saita L., Wang K. Multiperiod corporate default probabilities with stochastic covariates. J. Financial Econom. (2005) . ForthcomingGoogle Scholar
  • Giesecke K. Default and information. (2001) . Working paper, Cornell University, Ithaca, NYGoogle Scholar
  • Giesecke K., Goldberg L. A top-down approach to multi-name credit. (2005) . Working paper, Stanford University, Stanford, CAGoogle Scholar
  • Heath D., Jarrow R. A., Morton A. Bond pricing and the term structure of interest rates: A discrete time approximation. J. Financial Quant. Anal. (1990) 25(4):419–440CrossrefGoogle Scholar
  • Jarrow R. Default parameter estimation using market prices. Financial Analysts J. (2001) 57(5):75–92CrossrefGoogle Scholar
  • Le A. Risk-neutral loss given default implicit in derivative prices. (2006) . Working paper, New York University, New YorkGoogle Scholar
  • Linetsky V. Pricing equity derivatives subject to bankruptcy. Math. Finance (2004) . ForthcomingGoogle Scholar
  • Longstaff F., Rajan A. An empirical analysis of the pricing of collateralized debt obligations. (2006) . Working paper, University of California, Los Angeles, Los Angeles, CACrossrefGoogle Scholar
  • Longstaff F. A., Mithal S., Neis E. Corporate yield spreads: Default risk or liquidity? New evidence from the credit default swap market. J. Finance (2005) 60(5):2213–2253CrossrefGoogle Scholar
  • Madan D., Unal H. A two-factor hazard-rate model for pricing risky debt and the term structure of credit spreads. J. Financial Quant. Anal. (2000) 35:43–65CrossrefGoogle Scholar
  • Mamaysky H. A model for pricing stocks and bonds with default risk. (2002) . Working paper 02-13, Yale University, New Haven, CTCrossrefGoogle Scholar
  • Merton R. On the pricing of corporate debt: The risk structure of interest rates. J. Finance (1974) 29:449–470Google Scholar
  • Merton R. Option pricing when underlying stock returns are discontinuous. J. Financial Econom. (1976) 4(1):125–144CrossrefGoogle Scholar
  • Nelson D., Ramaswamy K. Simple binomial processes as diffusion approximations in financial models. Rev. Financial Stud. (1990) 3:393–430CrossrefGoogle Scholar
  • Samuelson P., Day R. H., Robinson S. M. Mathematics of speculative price. Mathematical Topics in Economic Theory and Computation (1972) (Society for Industrial and Applied Mathematics, Philadelphia, PA) . Reprinted in SIAM Rev. 15 (1973) 1–42Google Scholar
  • Schönbucher P. Term structure modeling of defaultable bonds. Rev. Derivatives Res. (1998) 2:161–192CrossrefGoogle Scholar
  • Schönbucher P. A tree implementation of a credit spread model for credit derivatives. J. Computational Finance (2002) 6(2):1–38CrossrefGoogle Scholar
  • Takahashi A., Kobayashi T., Nakagawa N. Pricing convertible bonds with default risk. J. Fixed Income (2001) 11(3):20–29CrossrefGoogle Scholar
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