Quadratic Term Structure Models in Discrete Time

Preprint OPEN
Marco Realdon;
  • Subject: Quadratic term structure model, discrete time, bond valuation, recursive solution, bond option
    • jel: jel:G12 | jel:G13

This paper extends the results on quadratic term structure models in continuos time to the discrete time setting. The continuos time setting can be seen as a special case of the discrete time one. Recursive closed form solutions for zero coupon bonds are provided even i... View more
  • References (10)

    [2] Ang A. and Piazzesi M., 2003, "A no-arbitrage vector autoregression of term structure dynamics with macroeconomic and latent variable", Journal of Monetary Economics 50, 745-787.

    [3] Beaglehole D. and Tenney M., 1991, "General solutions of some contingent claim pricing equations, Journal of Fixed Income 1, 69-83.

    [4] Chen L., Filipovic D. and Poor V., 2004, "Quadratic term structure models for risk-free and defaultable rates", Mathematical Finance, 14, n.4, 515-536.

    [5] Constantinides G., 1992, "A theory of the nominal term structure of interest rates", The Review of Financial Studies 5, n.4, 531-552.

    [8] Dai Q., Le A. and Singleton K, 2005, "Discrete-time dynamic term structure models with generalised market prices of risk", working paper.

    [10] Dufresne P. and Goldstein R., 2001, "Do credit spreads re‡ect stationary leverage rations?", Journal of Finance 56, 1929 - 1957.

    [11] Elton E., Gruber M., Agrawal D. and Mann C., 2001, "Explaining the rate spread on corporate bonds", Journal of Finance 56, 247 - 277.

    [12] Ericsson J. and Reneby J., 2005, "Estimating structural bond pricing models", Journal of Business 78.

    [13] Leippold M. and Wu L., 2002, "Asset pricing under the quadratic class", Journal of Financial and Quantitative Analysis 37, n.2, 271-294.

    [14] Leippold M. and Wu L., 2003, "Design and estimation of quadratic term structure models", European Finance Review 7, 47-73.

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