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多重分形视角下的HAR-SMFV模型及其预测研究
Research on HAR-SMFV model and its prediction from the multi-fractal perspective
【摘要】 考虑日间波动的多重分形性、时变性及异方差性,构建了HAR-HV、HAR-FV、HAR-BSMFV和HAR-TSMFV模型,评价并比较了这4种HAR族模型的拟合优度和预测精度。实证结果和MCS检验证实,引入马尔可夫转换多重分形波动的HAR-SMFV类模型的预测能力显著提高且结果具有稳健性,其中HAR-TSMFV模型不仅刻画了日间波动的时变性和异方差性,而且捕捉了3种多重分形波动之间的转换,表现出最高的预测精度。
【Abstract】 Considering the multi-fractal, time-varying and heteroscedasticity of daytime volatility, this paper constructs HAR-HV, HAR-FV, HAR-BSMFV and HAR-TSMFV models and evaluates and compares the goodness of fit and prediction accuracy of these four HAR models. The empirical results and the MCS test confirm that the HAR-SMFV models with Markov-switching multi-fractal volatility have significantly improved predictive abilities and the results are robust. Among them, the HAR-TSMFV model not only describes the time-varying and heteroscedasticity of daytime volatility, but also captures the conversion between the three multi-fractal volatility forms, showing the highest prediction accuracy.
【Key words】 Markov-switching multi-fractal model; HAR model; prediction; MCS test;
- 【文献出处】 重庆理工大学学报(自然科学) ,Journal of Chongqing University of Technology(Natural Science) , 编辑部邮箱 ,2023年01期
- 【分类号】F832.51;F224
- 【下载频次】14