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An evaluation of multi-factor CIR models using LIBOR, swap rates, and cap and swaption prices

机译:使用LIBOR,掉期利率以及上限和掉期价格评估多因素CIR模型

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摘要

We evaluate the classical Cox et al. (Econometrica 53(2) (1985) 385) (CIR) model using data on London Interbank Offer Rate (LIBOR), swap rates and caps and swapdons. With three factors the CIR model is able to fit the term structure of LIBOR and swaprates rather well. The model is able to match the hump shaped unconditional term structure of volatility in the LIBOR-swap market. However, statistical tests indicate that the model is misspecified. The economic importance of these shortcomings is highlighted when the model is confronted with data on cap and swaption prices. Pricing errors are large relative to the bid-ask spread in these markets. The model overvalues shorter maturity caps and undervalues longer maturity caps. The model tends to undervalue swaptions. The magnitude of the mispricing is positively related to the magnitude of the slope of the yield curve. Our findings point out the need for evaluating term structure models using data on derivative prices.
机译:我们评估经典的考克斯等。 (Econometrica 53(2)(1985)385)(CIR)模型,使用有关伦敦银行同业拆借利率(LIBOR),掉期利率以及上限和掉期的数据。通过三个因素,CIR模型能够拟合LIBOR的期限结构,并且可以很好地互换。该模型能够匹配LIBOR掉期市场中驼峰状的无条件波动率期限结构。但是,统计测试表明该模型指定不正确。当模型面临上限和掉期价格的数据时,这些缺点的经济重要性得到了强调。相对于这些市场中的买卖差价,定价误差很大。该模型高估了较短的到期期限上限,而低估了较长的到期期限上限。该模型倾向于低估掉期。错误定价的幅度与收益率曲线的斜率幅度呈正相关。我们的发现指出需要使用衍生品价格数据评估期限结构模型。

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