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Feasible estimation of the long term interest rate dynamics by nonlinear techniques

机译:非线性技术可行估计长期利率动态

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Due to the importance of the risk-free capital market interest rate, nearly all large economic and financial institutions deal with the analysis of its future development. Although sometimes advanced econometric methods (VAR, ECM) are used instead of or alongside the standard OLS regression approach, almost all of the work in this field deals with the basic assumption of (multi-variate, multi-equation) linear relationships between the variables. In our paper we try to find out whether nonlinearity can really be neglected. We apply artificial neural networks as a nonlinear modelling tool. Using monthly data from 1960-2005, we forecast the interest rate by means of multi-layer perceptrons (MLP). As a benchmark method we use vector autoregression models dealing with the identical dataset. The obtained results give evidence of the underlying nonlinearity of the problem. The MLP outperform the classical tools with regard to different error measures and especially in capturing the turning points of the interest curve.
机译:由于无风险资本市场利率的重要性,几乎所有大型经济和金融机构都处理其未来发展的分析。虽然有时使用先进的计量方法(VAR,ECM)代替标准OLS回归方法,但该字段中的几乎所有工作都处理了变量之间的(多变化,多方面)线性关系的基本假设。在我们的论文中,我们试图了解非线性是否可以忽视。我们将人工神经网络应用为非线性建模工具。使用1960 - 2005年的每月数据,我们通过多层的影响(MLP)预测利率。作为基准方法,我们使用处理与相同数据集的传染料自动增加模型。所获得的结果提供了问题的潜在非线性的证据。 MLP优于不同误差测量的经典工具,特别是在捕获兴趣曲线的转折点时。

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