欧元区是否存在“格林斯潘难题”?

G. Lamé
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引用次数: 9

摘要

本文实现了一个仿射期限结构模型,该模型适用于欧元区的“无跨越”宏观风险,即不同于收益率曲线风险。我使用平均估计方法来更好地估计定价因素的历史动态,从而更准确地估计纳入欧元区主权债券收益率曲线的期限溢价。然后,我寻找货币周期的片段,在这些片段中,长期收益率相对于短期利率及其预期平均路径表现出令人困惑的行为,与预期假设形成对比。从1999年1月到2008年8月,欧元区债券市场似乎经历了自己的“格林斯潘难题”。溢价一词在很大程度上促成了这些奇怪的现象。
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Was There a 'Greenspan Conundrum' in the Euro Area?
This paper implements an affine term structure model that accommodates "unspanned" macro risks for the Euro area, i.e. distinct from yield-curve risks. I use an averaging-estimator approach to obtain a better estimation of the historical dynamics of the pricing factors, thus providing more accurate estimates of the term premium incorporated into the Eurozone's sovereign yield curve. I then look for episodes of the monetary cycle where long yields display a puzzling behavior vis-a-vis the short rate and its expected average path in contrast with the Expectation Hypothesis. The Euro-area bond market appears to have gone through its own "Greenspan conundrum" between January 1999 and August 2008. The term premium substantially contributed to these odd phenomena.
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