[1]白小莹,周荣喜,杨丰梅.基于遗传算法的多项式样条函数利率期限结构模型[J].系统工程,2009(7).
[2]丁浩,刘若斯,徐晓敏.基于多项式样条函数的我国零息票收益率曲线构造[J].财经理论与实践,2011(5).
[3] 朱峰.国债即期收益率曲线的拟合估计[J].证券市场导报,2003(4).
[4]朱世武,陈健恒.交易所国债利率期限结构实证研究[J].金融研究,2003(10).
[5]Anderson, N, J.Sleath. New Estimates of the UK Real and Nominal Yield Curves[R].Working Paper, Bank of England,2001.
[6]Fisher, M., Nychka, D, Zervos, D. Fitting the Term Structure of Interest Rates with Smoothing Splines. Finance and Economies Discussion Series, Division of Research and Statistics, Monetary Affairs, Federal Reserve Board, 1995.
[7]Marcio P.L., Mrcelo M. Constrained Smoothing B-splines for the Term Structure of Interest Rates[J].Insurance: Mathematics and Economics,2010,46(2):339-350.
[8]Mc Culloch, J. H, Measuring the Term Structure of Interest Rates[J].Journal of Business, 1971,44(1):19-31.
[9]Mc Culloch, J.H, The Tax Adjusted Yield Curve[J].Journal of Finance, 1975,30:811-830.
[10]Nelson CR.,Siegel AF. Parsimonious Modeling of Yield Curves[J].Journal of Business,1987,60:473-489.
[11]Svensson Eo, Estimating Foard Interest Rates with the Extended Nelson and Siegel Method[J].Quarterly Review,1995(3):13-26.
[12]Waggoner, D. F. Spline Methods for Extracting Interest Rate Curves from Coupon Bond Prices[R].Working Paper,1997. |