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债券利率期限结构的构造方法与实证检验 被引量:4

Empirical Comparison of Several Interest Rate Term Structure Models
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摘要 在分析利率期限结构的多种构造方法的基础上,运用上交所国债数据对其中常用的4种构造模型进行较系统的实证对比检验。结果表明,多项式样条法和B-样条法在价格拟合度方面占有明显优势,而N elson-S iegel模型和Svennson模型构造的利率期限结构规范性较好;B-样条法在利率期限结构的拟合精度、曲线光滑性及平稳性方面的综合效果最好。对上交所债券数据的跟踪计算表明,B-样条法算法稳定可靠,能够准确及时地反映国债利率期限结构的变动特征,推荐作为当前债券利率期限结构的构造方法。 This paper tests and compares four methods of estimating the term structure from on-the-run Government Bonds in SSE. The results show that Polynomial spline and B-spline fit the bond prices better than Nelson-Siegel and Svensson model, but the latter models are inclined to give much more standard term structure with lower precision of fitting prices. The result also reveals that B-spline model performs better than other models integralively in precision of fitting prices, curve smoothness and stability. Track calculation over total sample period indicates that algorithm of B-splines model is steady and reliable, and it can reveal the systematic change of government bond interest rate term structure accurately and effectively.
出处 《系统工程理论方法应用》 北大核心 2006年第5期436-440,444,共6页 Systems Engineering Theory·Methodology·Applications
关键词 利率期限结构 多项式样条 B-样条 Nelson—Siegel模型 SVENSSON模型 term structure of interest rates polynomial spline B-spline Nelson-Siegel model Svensson model
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共引文献203

同被引文献32

  • 1闵晓平,田澎.基于B样条函数的上交所利率期限结构估计[J].管理工程学报,2006,20(4):77-81. 被引量:9
  • 2林海,郑振龙.利率期限结构研究述评[J].管理科学学报,2007,10(1):79-93. 被引量:32
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