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首页> 外文期刊>International review of economics & finance >Managing extreme risk in some major stock markets: An extreme value approach
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Managing extreme risk in some major stock markets: An extreme value approach

机译:在一些主要股票市场中管理极端风险:极端价值方法

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摘要

The study investigates the relative performance of Value-at-Risk (VaR) models using daily share price index data from six different countries across Asia, Europe and the United States for a period of 10 years from January 01, 2000 to December 31, 2009. The main emphasis of the study has been given to Extreme Value Theory (EVT) and to evaluate how well Conditional EVT model performs in modeling tails of distributions and in estimating and forecasting VaR measures. We have followed McNeil and Frey's (2000) two stage approach called Conditional EVT to estimate dynamic VaR. In stage 1, we model the conditional volatility of each series using an appropriate asymmetric GARCH model which serves to filter the return series such that the asymmetric GARCH residuals are closer to iid than the raw return series. In stage 2, we apply EVT to model the fat tails of the asymmetric GARCH residuals. We have compared the accuracy of Conditional EVT approach to VaR estimation with other competing models. The best performing model is found to be the Conditional EVT for the entire sample. To confirm whether the Conditional EVT would still be the best for a sub-period, we have compared the forecasting accuracy for the sub-sample of bull market Here too the Conditional EVT maintains its superiority even more precisely. Since the Conditional EVT approach clearly dominates other competing models in terms of VaR forecasting, we would advocate the use of the model when managing tail related market risk in such equity markets.
机译:该研究使用2000年1月1日至2009年12月31日这10年中来自亚洲,欧洲和美国六个不同国家的每日股价指数数据调查了风险价值(VaR)模型的相对表现该研究的主要重点已放在极值理论(EVT)上,并评估了条件EVT模型在建模分布的尾部以及估计和预测VaR度量方面的表现。我们遵循了McNeil和Frey(2000)的两阶段方法,称为条件EVT,以估算动态VaR。在第1阶段,我们使用适当的非对称GARCH模型对每个系列的条件波动率进行建模,该模型用于过滤收益序列,以使非对称GARCH残差比原始收益序列更接近iid。在阶段2中,我们应用EVT对不对称GARCH残差的粗尾进行建模。我们将条件EVT方法进行VaR估计的准确性与其他竞争模型进行了比较。发现性能最佳的模型是整个样本的条件EVT。为了确定条件EVT是否仍然是一个子周期的最佳选择,我们比较了牛市子样本的预测准确性。在这里,条件EVT甚至可以更精确地保持其优势。由于有条件EVT方法在VaR预测方面显然主导了其他竞争模型,因此,我们建议在管理此类股票市场中与尾部相关的市场风险时使用该模型。

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