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How important is the term structure in implied volatility surface modeling? Evidence from foreign exchange options

机译:隐含波动率表面建模中的术语结构有多重要?外汇期权的证据

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We claim that previously proposed parametric specifications that linearly approximate the term structure of the implied volatility surface (IVS) in option prices fail to capture important information regarding the expectations of market participants. This paper proposes a parametric specification for describing the IVS that allows flexible modeling of the term structure through a Nelson and Siegel (1987) factorization, recently proposed by Diebold and Li (2006) in the context of yield curve modeling. The specification is tested on implied volatilities from the over-the-counter foreign exchange options market, where contracts with long expiries are actively traded and thus the term structure dimension of the surface should be very important. We first show that the proposed volatility specification can consistently and remarkably improve our ability to describe the surface on any given day. We then establish the economic relevance of the incremental information captured by our proposed specification by showing that it can produce more accurate forecasts of implied volatility that can support long-term profitable trading strategies in the absence of transaction costs.
机译:我们声称,先前提出的线性近似于期权价格中隐含波动率表面(IVS)期限结构的参数规范无法捕获有关市场参与者期望的重要信息。本文提出了一种用于描述IVS的参数规范,该规范允许通过Nelson和Siegel(1987)因式分解对期限结构进行灵活建模,而Diebold和Li(2006)最近在收益曲线建模的背景下提出了这种结构。该规范在场外外汇期权市场的隐含波动率上进行了测试,在该市场上活跃交易具有较长期限的合约,因此,表面期限结构尺寸非常重要。我们首先表明,拟议的波动率指标可以始终如一地显着提高我们在任何给定日期描述表面的能力。然后,我们通过显示提出的规范可以显示出隐含波动率的更准确预测,从而建立了我们所提出的规范所捕获的增量信息的经济相关性,从而可以在没有交易成本的情况下支持长期获利的交易策略。

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