[1]

Ahrens, R.: *Predicting recessions with interest rate spreads*: *a multicountry regime*-*switching analysis*, J. Int. Money Financ. **21** (2002), 519–537.CrossrefGoogle Scholar

[2]

Babbs, S. H.—Nowman, K. B.: *Kalman filtering of generalized Vasicek term structure models*, J. Financ. Quant. Anal. **34** (1999), 115–130.CrossrefGoogle Scholar

[3]

Brigo, D.—Mercurio, F.: *Interest Rate Models*, *Theory and Practice*: *With Smile*, *Inflation and Credit*, Springer, 2007.Google Scholar

[4]

Christiansen, Ch.: *Multivariate term structure models with level and heteroskedasticity effects*, J. Bank. Financ. **29** (2005), 1037–1057.CrossrefGoogle Scholar

[5]

Christiansen, Ch.: *Predicting severe simultaneous recessions using yield spreads as leading indicators*, J. Int. Money Financ. **32** (2013), 1032–1043.Web of ScienceCrossrefGoogle Scholar

[6]

Choi, Y.—Wirjanto, T. S.: *An analytic approximation formula for pricing zero*-*coupon bonds*, Financ. Res. Lett. **4** (2007), 116–126.CrossrefGoogle Scholar

[7]

Corzo, T. S.—Schwartz, E. S.: *Convergence within the EU: Evidence from interest rates*, Econ. Notes **29** (2000), 243–266.CrossrefGoogle Scholar

[8]

Fouque, J.-P.—Papanicolaou, G.—Sircar, R.—Solna, K.: *Multiscale Stochastic Volatility for Equity*, *Interest Rate*, *and Credit Derivatives*, Cambridge University Press, 2011.Google Scholar

[9]

Funahashi, H.—Fukui, T.: *A unified approximation formula for zero-coupon bond prices*, Working paper, 2014, available at SSRN: http://ssrn.com/abstract=2472503.

[10]

Gómez-Valle, L.—Martinéz-Rodriguéz, J.: *Improving the term structure of interest rates*: *Two*-*factor models*, Int. J. Financ. Econ. **15** (2010), 275–287.Web of ScienceGoogle Scholar

[11]

Hinch, E. J.: *Perturbation Methods*, Cambridge University Press, 1991.Google Scholar

[12]

Holmes, M. H.: *Introduction to Perturbation Methods*, Springer, 2013.Google Scholar

[13]

Honda, T.—Tamaki, K.—Shiohama, T.: *Higher order asymptotic bond price valuation for interest rates with non*-*Gaussian dependent innovations*, Financ. Res. Lett. **7** (2009), 60–69.Web of ScienceGoogle Scholar

[14]

Kwok, Y.-K.: *Mathematical Models of Financial Derivatives*, Springer, 2008.Google Scholar

[15]

Schaefer, S. M.—Schwartz, E. S.: *A two*-*factor model of the term structure*: *An approximate analytical solution*, J. Financ. Quant. Anal. **19** (1984), 413–424.CrossrefGoogle Scholar

[16]

Stehlíková, B.: *A simple analytic approximation formula for the bond price in the Chan*-*Karolyi*-*Longstaff*-*Sanders model*, Int. J. Numer. Anal. Mod. -B **4** (2013), 224–234.Google Scholar

[17]

Stehlíková,, B.—Capriotti, L.: *An effective approximation for zero*-*coupon bonds and Arrow*-*Debreu prices in the Black*-*Karasinski model*, Int. J. Theor. Appl. Financ. **17**(2014), 1450037.CrossrefGoogle Scholar

[18]

Stehlíková, B.—Ševčovič, D.: *Approximate formulae for pricing zero*-*coupon bonds and their asymptotic analysis*, Int. J. Numer. Anal. Mod. **6** (2009), 274–283.Google Scholar

[19]

Ševčovič, D.—Urbánová Csajková, A.: *On a two*-*phase minmax method for parameter estimation of the Cox*, *Ingersoll*, *and Ross interest rate model*, Cent. Eur. J. Oper. Res. **13** (2005), 169–188.Google Scholar

[20]

Zíková, Z.—Stehlíková, B.: *Convergence model of interest rates of CKLS type*, Kybernetika **3** (2012), 567–586.Google Scholar

[21]

EMMI – European Money Markets Institute. Euribor Rates. http://www.emmi-benchmarks.eu/euribor-org/euribor-rates.html

[22]

Long-term interest rates.https://www.ecb.europa.eu/stats/money/long/html/index.en.html

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