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首页> 外文期刊>Computational economics >Co-movement and Dynamic Correlation of Financial and Energy Markets: An Integrated Framework of Nonlinear Dynamics, Wavelet Analysis and DCC-GARCH
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Co-movement and Dynamic Correlation of Financial and Energy Markets: An Integrated Framework of Nonlinear Dynamics, Wavelet Analysis and DCC-GARCH

机译:金融能源市场的合作与动态相关性:非线性动力学,小波分析和DCC-GARCH的综合框架

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摘要

In this paper, we analyze the inherent evolutionary dynamics of financial and energy markets. We study their inter-relationships and perform predictive analysis using an integrated nonparametric framework. We consider the daily closing prices of BSE Energy Index, Crude Oil, DJIA Index, Natural Gas, and NIFTY Index representing natural resources, developing and developed economies from January 2012 to March 2017 for this purpose. DJIA and NIFTY account for the global financial market while the other three-time series represent the energy market. First, we investigate the empirical characteristics of the underlying temporal dynamics of the financial time series through the technique of nonlinear dynamics to extract the key insights. Results suggest the existence of a strong trend component and long-range dependence as the underlying pattern. Then we apply the continuous wavelet transformation based multiscale exploration to investigate the co-movements of considered assets. We discover the long and medium-range co-movements among the heterogeneous assets. The findings of dynamic time-varying association reveal interesting insights that may assist portfolio managers in mitigating risk. Finally, we deploy a wavelet-based time-varying dynamic approach for estimating the conditional correlation among the said assets to determine the hedge ratios for practical implications.
机译:在本文中,我们分析了金融和能源市场的固有进化动态。我们使用集成的非参数框架来研究它们的相互关系并进行预测分析。我们考虑了BSE能源指数,原油,德国指数,天然气和漂亮的指数,代表自然资源,从2012年1月至2017年3月至2017年3月至2017年3月至2017年3月的日常收盘价。全球金融市场的Djia和Nifty账户,而另外三次系列代表能源市场。首先,我们通过非线性动力学技术调查金融时序序列的潜在时间动态的实证特征,以提取密钥见解。结果表明存在强大的趋势分量和远程依赖性作为潜在模式。然后我们应用基于连续的小波变换的多尺度探索,以研究考虑资产的共同动点。我们发现异构资产中的悠久和中等共同运动。动态时变关联的调查结果揭示了有趣的见解,可以帮助投资组合管理者缓解风险。最后,我们部署了基于小波的时变动态方法,用于估计所述资产之间的条件相关性,以确定实际意义的对冲比。

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