"Extended Black" term structure models
This paper examines "Extended Black" term structure models (EBTSM), which are multi-factor extensions of the one-factor Black model (Black, F., 1995. Interest rates as options. Journal of Finance 50, 1371-1376). EBTSM are not affected by the admissibility restrictions that plague canonical affine models. EBTSM encompass quadratic models, but unlike in quadratic models bond yields are sufficient statistics to infer the latent factors driving the short interest rate. EBTSM are amenable to econometric estimation despite the need to solve bond pricing equations through finite difference numerical methods. Estimation through the Iterated Extended Kalman filter reveals that a two-factor EBTSM fit well the observed cross section and time series of Japanese Government bond yields. A three-factor EBTSM is also proposed.
Year of publication: |
2009
|
---|---|
Authors: | Realdon, Marco |
Published in: |
International Review of Financial Analysis. - Elsevier, ISSN 1057-5219. - Vol. 18.2009, 5, p. 232-238
|
Publisher: |
Elsevier |
Keywords: | Black model Dynamic term structure models Finite difference numerical solution Iterated Extended Kalman filter Term structure of interest rates |
Saved in:
Saved in favorites
Similar items by person
-
Euro periphery sovereign default swap pricing
Realdon, Marco, (2012)
-
Discrete time affine term structure models with squared Gaussian shocks (DTATSM-SGS)
Realdon, Marco, (2021)
-
Valuation of the firm's liabilities when equity holders are also creditors
Realdon, Marco, (2007)
- More ...