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Time-Series Estimation of Aggregate Corporate Bond Credit Spreads

机译:公司债券信用利差总额的时间序列估计

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This paper examines the daily time-series properties of aggregate corporate bond credit spreads, using nine Merrill Lynch option-adjusted spread indices with ratings from AAA to CCC for the period of January 1997 through August 2002. The paper introduces an econometric model of credit spreads that incorporates autocorrelation, conditional heteroscedasticity, time-varying jumps, Treasury bond and/or equity mar- ket factors, and index rebalancing effcts. The time-series of credit spread indices are found to be mean-reverting in the long-run through the index rebalancing effct. We also find that the lagged Russell 2000 index return and the lagged changes in the slope of the Treasury yield curve are predictive in forecasting the conditional distribution of credit spreads. Meanwhile, the lagged level of the CBOE VIX index is found to be a good indicator of the probability of jumps in the logarithm of credit spreads. The model diagnostic test shows that the jump specification is crucial in capturing the lep- tokurtic behavior in the daily time-series of log-credit spreads. Finally, the paper finds that the ARCH-jump specification outperforms the specification without jumps in the out-of-sample, one-step-ahead forecast of credit spreads.
机译:本文使用1997年1月至2002年8月期间从AAA到CCC的9个美林证券期权调整后的利差指数,研究了总公司债券信用利差的每日时间序列属性。本文介绍了信用利差的计量经济学模型包括自相关,条件异方差,时变跳跃,国债和/或股票市场因素以及指数再平衡效应。从长期来看,信用利差指数的时间序列通过指数再平衡效应是均值回归的。我们还发现,滞后的Russell 2000指数收益率和国债收益率曲线斜率的滞后变化在预测信用利差的条件分布方面具有预测性。同时,发现CBOE VIX指数的滞后水平很好地表明了信用利差对数跳跃的可能性。模型诊断测试表明,跳跃规范对于捕获对数信用价差的每日时间序列中的瘦腿行为至关重要。最后,本文发现ARCH-jump规范的性能优于该规范,而对信用利差的样本外,一步一步的预测没有跳跃。

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