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Study on Financial Market Risk Measurement Based on Asymmetric Laplace Distribution

机译:基于非对称拉普拉斯分布的金融市场风险计量研究

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In this paper, According to the returns distributions (of the financial assets returns series) with peak fat-tailed and asymmetric and the theory of Asymmetric Laplace distribution. AL-VaR (AL-CVaR) parametric method and Monte Carlo simulation are proposed which are based on Asymmetric Laplace distribution. We analyze the VaR (CVaR) measuring model of AL distribution and discuss its backtesting. And then we evaluate the pros and cons of each method combining with the characteristics of the stock market risk of three countries. (America, China and Japan).
机译:本文根据具有尖峰尾部和不对称峰值的(金融资产收益系列的)收益分布以及不对称拉普拉斯分布理论。提出了基于非对称拉普拉斯分布的AL-VaR(AL-CVaR)参数化方法和蒙特卡罗模拟。我们分析了AL分布的VaR(CVaR)测量模型,并讨论了其回测。然后结合三个国家股票市场风险的特点,对每种方法的优缺点进行了评估。 (美国,中国和日本)。

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