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The Analysis of the Theoretical Framework on Higher Moments Volatility Modeling and Application*

机译:高矩波动率建模和应用的理论框架分析*

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摘要

higher moments of variables are defined and higher moments volatility models ,including single variable higher moments modeling and binary variables higher moments modeling are set up by virtue of high-frequency data &realized volatility theory. Based on higher moments volatility model, the theoretical framework on capital asset pricing model of higher moments (CAPM) is put forward .The relationship between higher moments CAPM and traditional CAPM is explained. It is turned out that higher moments CAPM could price financial risk more accurately than traditional CAPM.
机译:借助高频数据和已实现的波动率理论,定义了变量的高阶矩,并建立了高阶矩波动性模型,包括单变量高阶矩建模和二元变量高阶矩建模。基于高阶矩波动模型,提出了高阶矩资产定价模型(CAPM)的理论框架。阐述了高阶矩CAPM与传统CAPM之间的关系。事实证明,与传统的CAPM相比,CAPM更高的时刻可以更准确地为财务风险定价。

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