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2014 | 12(18) | 273-284

Article title

Struktura terminowa stóp procentowych opisana modelami stopy krótkoterminowej

Authors

Content

Title variants

EN
Term structure of interest rates described with short-rate models

Languages of publication

PL EN

Abstracts

EN
The article gives an overview of the theoretical basis for the term structure of interest rates. Theoretical and practical benefits of this kind of modeling are indicated. The arguments in support of the opinion that the financial market model with continuous time is better than the model with discrete time are listed. Slightly wider is the discussion on one-factor and two-factor models of the dynamics of the short term rate due to stochas-tic differential equations.

Year

Issue

Pages

273-284

Physical description

Contributors

author

References

  • Bijak J., Więckowska B., Prognozowanie przeciętnego dalszego trwania życia na pod-stawie modelu Lee-Cartera – wybrane zagadnienia, [w:] W. Ostasiewicz (red.), Sta-tystyka aktuarialna – teoria i praktyka, Wydawnictwo Uniwersytetu Ekonomicznego we Wrocławiu, Wrocław 2008, s. 9–27.
  • Bowers N.et al., Actuarial Mathematics, Society of Actuaries, USA, Schaumbury 1997.
  • Brouhns N., Denuit M., Vermunt J., A Poisson log-bilinear regression approach to the construction of projected life tables, ,,Insurance: Mathematics and Economics” 2002, Vol. 31, s. 373–393.
  • Haberman S., Landmarks in the history of actuarial science (up to 1919), Actuarial Re-search Paper No. 84, Faculty of Actuarial Science and Insurance, City University London, UK, 1996.
  • Imhoff E. van, The exponential multidimensional demographic projection model, ,,Mathematical Population Studies” 1990, Vol. 2, s. 171–182.
  • Jodź K., Stochastyczne modelowanie intensywności zgonów na przykładzie Polski, „Rocz-niki Kolegium Analiz Ekonomicznych SGH” 2013, t. 31, s. 199–213.
  • Koissi M.-C., Shapiro A., Högnäs G., Evaluating and extending the Lee-Carter model for mortality forecasting: Bootstrap confidence interval, ,,Insurance: Mathematics and Economics” 2006, Vol. 38, s. 1–20.
  • Lee R., Carter L., Modeling and forecasting U.S. mortality, ,,Journal of the American Statistical Association” 1992, Vol. 87, s. 659–671.
  • Li J., Chan W., Cheung S., Structural changes in the Lee-Carter mortality indexes: detec-tion and implications, ,,North American Actuarial Journal” 2011, Vol. 15, s. 13–31.
  • Li N., Lee R., Tuljapurkar S., Using the Lee-Carter method to forecast mortality for populations with limited data, ,,International Statistical Review” 2004, Vol. 72, s. 19–36.
  • Mitchell D., Brockett P., Mendoza-Arriaga R., Muthuraman K., Modeling and forecasting mortality rates, ,,Insurance: Mathematics and Economics” 2013, Vol. 52, s. 275–285.
  • Pitacco E., From Halley to “frailty”: A review of survival models for actuarial calcula-tions, „Giornale dell’Istituto Italiano degli Attuari” 2004, Vol. 67, No. 1/2, s. 17–47.
  • Plat R., On stochastic mortality modeling, ,,Insurance: Mathematics and Economics” 2009, Vol. 45, s. 393–404.
  • Renshaw A.E., Haberman S., A cohort-based extension to the Lee-Carter model for mor-tality reduction factors, ,,Insurance: Mathematics and Economics”, 2006, Vol. 38, s. 556–570.

Document Type

Publication order reference

Identifiers

YADDA identifier

bwmeta1.element.desklight-9eec9aad-af3c-44b0-b950-9c7db55c8d79
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