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Response of the term structure of forward exchange rate to jump in the interest rate

机译:远期汇率期限结构对利率跳跃的响应

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摘要

In this paper, we propose a dynamic model of the term structure of forward exchange rates and discuss the effects of jumps in interest rates on the term structure of forward exchange rates. First, we develop a dynamic three-factor model of forward exchange rates in continuous time that incorporates central bank policy. We model the policy-related events, especially the interest rate adjustment, as interest rate jumps. We apply the model framework to the pricing of USD/CAD and USD/JPY forward exchange rates. We use the Kalman filter approach to estimate the model and Markov Chain Monte Carlo (MCMC) algorithm to discriminate jumps in interest rates. The empirical results show strong evidence of jumps in interest rates related to macroeconomic announcements. Given these jumps, we conclude that our proposed model improves the performance of existing forward exchange rates models. Last but not least, when jumps in interest rates occur, whether the volatility curves of forward rates are asymmetric smile-shaped depends on the standard deviation of spot exchange rate, the speed of adjustment coefficient of foreign interest rate and the correlation coefficient between spot exchange rate and foreign interest rate.
机译:在本文中,我们提出了远期汇率期限结构的动态模型,并讨论了利率跳跃对远期汇率期限结构的影响。首先,我们建立了包含中央银行政策的连续时间动态三因素远期汇率模型。我们对与政策相关的事件(尤其是利率调整)随利率跳跃而建模。我们将模型框架应用于USD / CAD和USD / JPY远期汇率的定价。我们使用卡尔曼滤波器方法来估计模型,并使用马尔可夫链蒙特卡洛(MCMC)算法来区分利率的跳跃。实证结果表明,有强有力的证据表明与宏观经济公告有关的利率会上涨。考虑到这些跳跃,我们得出结论,我们提出的模型提高了现有远期汇率模型的性能。最后但并非最不重要的一点是,当利率出现跳跃时,远期利率的波动曲线是否为不对称的微笑状取决于即期汇率的标准差,外国利率调整系数的速度以及即期汇率之间的相关系数。利率和外国利率。

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