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  • 标题:A Polynomial Term Structure Model with Macroeconomic Variables
  • 本地全文:下载
  • 作者:Felipe Pinheiro ; Caio Ibsen Rodrigues de Almeida ; José Valentim Vicente
  • 期刊名称:Brazilian Review of Finance
  • 印刷版ISSN:1984-5146
  • 出版年度:2007
  • 卷号:5
  • 期号:1
  • 页码:79-92
  • 语种:Portuguese
  • 出版社:Link to the Brazilian Society of Finance
  • 摘要:Recently, a myriad of factor models including macroeconomic variables have been proposed to analyze the yield curve. We present an alternative factor model where term structure movements are captured by Legendre polynomials mimicking the statistical factor movements identified by Litterman e Scheinkmam (1991). We estimate the model with Brazilian Foreign Exchange Coupon data, adopting a Kalman filter, under two versions: the first uses only latent factors and the second includes macroeconomic variables. We study its ability to predict out-of-sample term structure movements, when compared to a random walk. We also discuss results on the impulse response function of macroeconomic variables.
  • 其他摘要:Recently, a myriad of factor models including macroeconomic variables have been proposed to analyze the yield curve. We present an alternative factor model where term structure movements are captured by Legendre polynomials mimicking the statistical factor movements identified by Litterman e Scheinkmam (1991). We estimate the model with Brazilian Foreign Exchange Coupon data, adopting a Kalman filter, under two versions: the first uses only latent factors and the second includes macroeconomic variables. We study its ability to predict out-of-sample term structure movements, when compared to a random walk. We also discuss results on the impulse response function of macroeconomic variables.
  • 关键词:factor models;parametric term structure models;yield curve forecasting;Kalman filter;Modelos de fatores;modelos paramétricos de estrutura a termo;previsão de curva de juros;filton de Kalman
  • 其他关键词:Econometrics; Statistics;factor models; parametric term structure models; yield curve forecasting; Kalman filter;G10; G12; G13
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